From ffed44ff0fdbcbddaa08d75d31bd7ced3531b9f7 Mon Sep 17 00:00:00 2001 From: "dependabot[bot]" <49699333+dependabot[bot]@users.noreply.github.com> Date: Mon, 5 Jan 2026 17:39:55 +0000 Subject: [PATCH 1/2] build(deps): bump org.sol4k:sol4k from 0.5.17 to 0.7.0 Bumps [org.sol4k:sol4k](https://github.com/sol4k/sol4k) from 0.5.17 to 0.7.0. - [Release notes](https://github.com/sol4k/sol4k/releases) - [Commits](https://github.com/sol4k/sol4k/compare/0.5.17...0.7.0) --- updated-dependencies: - dependency-name: org.sol4k:sol4k dependency-version: 0.7.0 dependency-type: direct:production update-type: version-update:semver-minor ... Signed-off-by: dependabot[bot] --- libs/crypto/solana/build.gradle.kts | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/libs/crypto/solana/build.gradle.kts b/libs/crypto/solana/build.gradle.kts index 722f5f021..a6b5bddbf 100644 --- a/libs/crypto/solana/build.gradle.kts +++ b/libs/crypto/solana/build.gradle.kts @@ -53,7 +53,7 @@ dependencies { implementation(Libs.okhttp) implementation(Libs.okhttp_logging_interceptor) - implementation("org.sol4k:sol4k:0.5.17") + implementation("org.sol4k:sol4k:0.7.0") api("com.solanamobile:web3-solana:0.2.5") api("com.solanamobile:rpc-core:0.2.9") implementation("com.solanamobile:rpc-okiodriver:0.2.9") From 1f02dc53cd0a95abc7c66263f32fd1848b5cc975 Mon Sep 17 00:00:00 2001 From: Brandon McAnsh Date: Tue, 6 Jan 2026 12:32:16 -0500 Subject: [PATCH 2/2] feat(currency/math): switch to discrete bonding curve Signed-off-by: Brandon McAnsh --- .../kotlin/com/flipcash/app/FlipcashApp.kt | 2 + buildSrc/src/main/java/GenerateCurveTables.kt | 107 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libs/currency-math-test/build/kotlin/compileDebugKotlin/classpath-snapshot/shrunk-classpath-snapshot.bin delete mode 100644 libs/currency-math-test/build/tmp/kotlin-classes/debug/META-INF/currency-math-test_debug.kotlin_module delete mode 100644 libs/currency-math-test/build/tmp/kotlin-classes/debug/com/flipcash/libs/currency/math/loader/ClasspathTableLoader.class delete mode 100644 libs/currency-math-test/build/tmp/kotlin-classes/debug/com/flipcash/libs/currency/math/loader/FileTableLoader.class delete mode 100644 libs/currency-math-test/build/tmp/kotlin-classes/debug/com/flipcash/libs/currency/math/loader/FileTableLoaderKt.class create mode 100644 libs/currency-math/src/main/assets/discrete_cumulative_table.bin create mode 100644 libs/currency-math/src/main/assets/discrete_pricing_table.bin create mode 100644 libs/currency-math/src/main/kotlin/com/flipcash/libs/currency/math/internal/curves/ContinuousBondingCurve.kt create mode 100644 libs/currency-math/src/main/kotlin/com/flipcash/libs/currency/math/internal/curves/DiscreteBondingCurve.kt create mode 100644 libs/currency-math/src/main/kotlin/com/flipcash/libs/currency/math/internal/loader/AndroidTableLoader.kt create mode 100644 libs/currency-math/src/main/kotlin/com/flipcash/libs/currency/math/loader/TableLoader.kt rename libs/currency-math/src/test/java/com/flipcash/libs/currency/math/{ExponentialCurveTests.kt => ContinuousBondingCurveTests.kt} (86%) create mode 100644 libs/currency-math/src/test/java/com/flipcash/libs/currency/math/DiscreteBondingCurveTests.kt create mode 100644 libs/currency-math/src/test/java/com/flipcash/libs/currency/math/loader/ClasspathTableLoader.kt create mode 100644 libs/currency-math/src/test/java/com/flipcash/libs/currency/math/loader/FileTableLoader.kt diff --git a/apps/flipcash/app/src/main/kotlin/com/flipcash/app/FlipcashApp.kt b/apps/flipcash/app/src/main/kotlin/com/flipcash/app/FlipcashApp.kt index 23e8146f3..f949d8b74 100644 --- a/apps/flipcash/app/src/main/kotlin/com/flipcash/app/FlipcashApp.kt +++ b/apps/flipcash/app/src/main/kotlin/com/flipcash/app/FlipcashApp.kt @@ -15,6 +15,7 @@ import com.bugsnag.android.Bugsnag import com.flipcash.android.app.BuildConfig import com.flipcash.app.auth.AuthManager import com.flipcash.app.currency.PreferredCurrencyController +import com.flipcash.libs.currency.math.Curves import com.getcode.crypt.MnemonicCache import com.getcode.opencode.repositories.EventRepository import com.getcode.utils.ErrorUtils @@ -90,6 +91,7 @@ class FlipcashApp : Application(), Configuration.Provider, SingletonImageLoader. Firebase.initialize(this) Firebase.crashlytics.isCrashlyticsCollectionEnabled = BuildConfig.NOTIFY_ERRORS || !BuildConfig.DEBUG MnemonicCache.init(this) + Curves.initialize(this) authManager.init() AppCompatDelegate.setDefaultNightMode(AppCompatDelegate.MODE_NIGHT_YES) diff --git a/buildSrc/src/main/java/GenerateCurveTables.kt b/buildSrc/src/main/java/GenerateCurveTables.kt new file mode 100644 index 000000000..bc6db2b06 --- /dev/null +++ b/buildSrc/src/main/java/GenerateCurveTables.kt @@ -0,0 +1,107 @@ +import org.gradle.api.DefaultTask +import org.gradle.api.file.DirectoryProperty +import org.gradle.api.file.RegularFileProperty +import org.gradle.api.provider.Property +import org.gradle.api.tasks.* +import java.net.URI +import java.nio.ByteBuffer +import java.nio.ByteOrder +import java.math.BigInteger + +abstract class GenerateCurveTables : DefaultTask() { + + @get:Input + @get:Optional + abstract val rustTableUrl: Property + + @get:InputFile + @get:Optional + abstract val rustTableFile: RegularFileProperty + + @get:OutputDirectory + abstract val outputDir: DirectoryProperty + + @get:Input + abstract val forceRegenerate: Property + + init { + // Default to false + forceRegenerate.convention(false) + + outputs.upToDateWhen { + // Check for -PforceCurveTables on command line OR task property + val force = project.hasProperty("forceCurveTables") || forceRegenerate.get() + + if (force) { + false + } else if (rustTableUrl.isPresent && !rustTableFile.isPresent) { + val outDir = outputDir.get().asFile + val pricingExists = outDir.resolve("discrete_pricing_table.bin").exists() + val cumulativeExists = outDir.resolve("discrete_cumulative_table.bin").exists() + pricingExists && cumulativeExists + } else { + true + } + } + } + + @TaskAction + fun generate() { + val content = when { + rustTableUrl.isPresent -> { + val url = rustTableUrl.get() + logger.lifecycle("Downloading table from: $url") + URI(url).toURL().readText() + } + rustTableFile.isPresent -> { + logger.lifecycle("Reading table from: ${rustTableFile.get().asFile.path}") + rustTableFile.get().asFile.readText() + } + else -> throw IllegalArgumentException("Must specify either rustTableUrl or rustTableFile") + } + + val pricing = extractTable(content, "DISCRETE_PRICING_TABLE") + val cumulative = extractTable(content, "DISCRETE_CUMULATIVE_VALUE_TABLE") + + val outDir = outputDir.get().asFile + outDir.mkdirs() + + writeBinaryTable(outDir.resolve("discrete_pricing_table.bin"), pricing) + writeBinaryTable(outDir.resolve("discrete_cumulative_table.bin"), cumulative) + + logger.lifecycle("Generated curve tables:") + logger.lifecycle(" Pricing: ${pricing.size} entries") + logger.lifecycle(" Cumulative: ${cumulative.size} entries") + } + + private fun extractTable(content: String, tableName: String): List { + val pattern = """pub static $tableName: &\[u128\] = &\[([\s\S]*?)\];""".toRegex() + val match = pattern.find(content) + ?: throw IllegalArgumentException("Could not find table: $tableName") + + val tableContent = match.groupValues[1] + + return tableContent.lines() + .map { it.replace(Regex("//.*$"), "") } + .flatMap { Regex("""\d+""").findAll(it).map { m -> m.value } } + .map { BigInteger(it) } + } + + private fun writeBinaryTable(file: java.io.File, values: List) { + val mask64 = BigInteger("FFFFFFFFFFFFFFFF", 16) + + file.outputStream().buffered().use { out -> + val buffer = ByteBuffer.allocate(16).order(ByteOrder.LITTLE_ENDIAN) + + for (value in values) { + val low = (value and mask64).toLong() + val high = (value shr 64).toLong() + + buffer.clear() + buffer.putLong(low) + buffer.putLong(high) + out.write(buffer.array()) + } + } + } +} \ No newline at end of file diff --git a/libs/currency-math-test/build/intermediates/annotation_processor_list/debug/javaPreCompileDebug/annotationProcessors.json b/libs/currency-math-test/build/intermediates/annotation_processor_list/debug/javaPreCompileDebug/annotationProcessors.json deleted file mode 100644 index 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com.flipcash.libs.currency.math.internal.DefaultMintMaxTokenSupply -import com.flipcash.libs.currency.math.internal.FIXED_SCALE -import com.flipcash.libs.currency.math.internal.exp -import com.flipcash.libs.currency.math.internal.fromFixedBytes -import com.flipcash.libs.currency.math.internal.ln -import com.flipcash.libs.currency.math.internal.toFixedBytes +import com.flipcash.libs.currency.math.internal.curves.DiscreteBondingCurve +import com.flipcash.libs.currency.math.internal.loader.AndroidTableLoader import java.math.BigDecimal import java.math.MathContext import java.math.RoundingMode @@ -13,222 +11,40 @@ import java.text.DecimalFormat @org.jetbrains.annotations.VisibleForTesting internal val mc: MathContext = MathContext(50, RoundingMode.HALF_EVEN) -internal val formatter = DecimalFormat("0.000000000000000000") // 18 decimals +internal const val PRECISION = 18 + +internal val formatter: DecimalFormat by lazy { + val pattern = "0." + "0".repeat(PRECISION) + DecimalFormat(pattern).apply { + // Optional: configure additional behavior + roundingMode = RoundingMode.HALF_UP + isGroupingUsed = false + } +} internal val START_PRICE = BigDecimal("0.01") internal val END_PRICE = BigDecimal("1000000") internal val MAX_SUPPLY = BigDecimal("$DefaultMintMaxTokenSupply") -// Constants for the default curve from $0.01 to $1_000_000 over 21_000_000 tokens -private val CURVE_A = BigDecimal("11400.230149967394933471") -private val CURVE_B = BigDecimal("0.000000877175273521") -private val CURVE_C = CURVE_B - -class ExponentialCurve( - val a: BigDecimal, - val b: BigDecimal, - val c: BigDecimal -) { - companion object { - fun getOrThrow(): ExponentialCurve { - return ExponentialCurve(CURVE_A, CURVE_B, CURVE_C) - } - } - - /** - * Calculate token price at a given supply. - * This function computes the spot price of a token based on the current supply - * using the formula: R'(S) = a * b * e^(c * S) - * where: - * - R'(S) is the spot price at supply S - * - S is the current supply of the token - * - a, b, c are constants defining the curve's shape - * - * @param currentSupply The current supply of the token. - * @return A [Result] containing the ccalculated spot price as a BigDecimal, or an exception if an arithmetic error occurs. - */ - fun spotPriceAtSupply(currentSupply: BigDecimal): Result { - return runCatching { - val cTimesS = c.multiply(currentSupply, mc) - val exp = cTimesS.exp(mc) - a.multiply(b, mc).multiply(exp, mc) - } - } - - /** - * Calculate the cost to buy a certain number of tokens given the current supply. - * This function answers the question: "How much does it cost to buy X tokens?" - * The formula used is: `(a * b / c) * (e^(c * new_supply) - e^(c * current_supply))` - * where `new_supply = current_supply + tokensToBuy`. - * - * @param currentSupply The current supply of tokens. - * @param tokensToBuy The number of tokens to be purchased. - * @return A [Result] containing the calculated cost to buy the tokens, or an exception if an arithmetic error occurs. - */ - fun costToBuyTokens( - currentSupply: BigDecimal, - tokensToBuy: BigDecimal, - ): Result { - return runCatching { - val newSupply = currentSupply.add(tokensToBuy) - val cs = c.multiply(currentSupply, mc) - val ns = c.multiply(newSupply, mc) - val expCs = cs.exp(mc) - val expNs = ns.exp(mc) - val abOverC = a.multiply(b, mc).divide(c, mc) - val diff = expNs.subtract(expCs, mc) - abOverC.multiply(diff, mc) - } - } - - - /** - * Calculate the value received when selling `tokensToSell` tokens. - * This function answers the question: "How much value can I get for X tokens?" - * The formula used is: `(a * b / c) * (e^(c * current_supply) - e^(c * new_supply))` - * where `new_supply = current_supply - tokensToSell`. - * - * @param currentValue The current value before selling any tokens. - * @param tokensToSell The number of tokens to be sold. - * @return A [Result] containing the calculated value received from selling the tokens, or an exception if an arithmetic error occurs. - */ - fun valueFromSellingTokens( - currentValue: BigDecimal, - tokensToSell: BigDecimal, - ): Result { - return runCatching { - val abOverC = a.multiply(b, mc).divide(c, mc) - val cvPlusAbOverC = currentValue.add(abOverC, mc) - val cTimesTokensToSell = c.multiply(tokensToSell, mc) - val negCTimesTokensToSell = cTimesTokensToSell.negate(mc) - val exp = negCTimesTokensToSell.exp(mc) - val oneMinsExp = BigDecimal.ONE.subtract(exp, mc) - cvPlusAbOverC.multiply(oneMinsExp, mc) - } - } - - /** - * Calculate the number of tokens that can be bought for a given value, starting from the current supply. - * This function answers the question: "How many tokens can I get for Y value?" - * The formula used is: `num_tokens = (1/c) * ln(value / (a * b / c) + e^(c * current_supply)) - current_supply` - * - * @param currentSupply The current supply of tokens. - * @param value The amount of value (e.g., currency) to be spent on tokens. - * @return A [Result] containing the calculated number of tokens that can be bought, or an exception if an arithmetic error occurs. - */ - fun tokensBoughtForValue( - currentSupply: BigDecimal, - value: BigDecimal, - ): Result { - return runCatching { - val abOverC = a.multiply(b, mc).divide(c, mc) - val expCs = currentSupply.multiply(c, mc).exp(mc) - val term = value.divide(abOverC, mc).add(expCs, mc) - val lnTerm = term.ln(mc) - val result = lnTerm.divide(c, mc) - result.subtract(currentSupply, mc) - } - } - - /** - * Calculate the number of tokens that can be exchanged for a given value, starting from the current supply. - * This is the inverse of `valueFromSellingTokens`. It answers the question: "How many tokens should be exchanged for a value given the currentValue?" - * @param currentValue The current supply of tokens. - * @param value The target value to receive from the exchange. - * @return A [Result] containing the calculated number of tokens for the exchange, or an exception if an arithmetic error occurs (e.g., input to log is not positive). - */ - fun tokensForValueExchange( - currentValue: BigDecimal, - value: BigDecimal, - ): Result { - return runCatching { - val abOverC = a.multiply(b, mc).divide(c, mc) - val newValue = currentValue - value - val currentValueOverAbOverC = currentValue.divide(abOverC, mc) - val newValueOverAbOverC = newValue.divide(abOverC, mc) - - val lnTerm1 = (BigDecimal.ONE.add(currentValueOverAbOverC)).ln(mc) - val lnTerm2 = (BigDecimal.ONE.add(newValueOverAbOverC)).ln(mc) - val diffLnTerms = lnTerm1.subtract(lnTerm2, mc) - - diffLnTerms.divide(c, mc) - } - } - - fun formattedTable(): String { - return buildString { - appendLine("|------|----------------|----------------------------------|----------------------------|") - appendLine("| % | S | R(S) | R'(S) |") - appendLine("|------|----------------|----------------------------------|----------------------------|") - - val zero = BigDecimal.ZERO - val buyAmount = BigDecimal("210000") // Adjusted for unscaled - var supply = zero - - for (i in 0..100) { - val cost = costToBuyTokens(zero, supply).getOrThrow() - val spotPrice = spotPriceAtSupply(supply).getOrThrow() - appendLine( - "| %3d%% | %14s | %32s | %26s |".format( - i, - supply.toBigInteger().toString(), - formatter.format(cost), - formatter.format(spotPrice) - ) - ) - - supply = supply.add(buyAmount) - } - - appendLine("|------|----------------|----------------------------------|----------------------------|") - } - } +enum class CurveType { + Continuous, + Discrete, + ; } -data class RawExponentialCurve( - val a: ByteArray, - val b: ByteArray, - val c: ByteArray -) { - companion object { - fun fromStruct(parsed: ExponentialCurve): RawExponentialCurve { - return RawExponentialCurve( - parsed.a.toFixedBytes(), - parsed.b.toFixedBytes(), - parsed.c.toFixedBytes() - ) - } - } - - fun toStruct(): ExponentialCurve? { - return try { - ExponentialCurve( - fromFixedBytes(a, FIXED_SCALE), - fromFixedBytes(b, FIXED_SCALE), - fromFixedBytes(c, FIXED_SCALE) - ) - } catch (e: Exception) { - null // Or throw IOException if preferred - } - } - - override fun equals(other: Any?): Boolean { - if (this === other) return true - if (javaClass != other?.javaClass) return false - - other as RawExponentialCurve - - if (!a.contentEquals(other.a)) return false - if (!b.contentEquals(other.b)) return false - if (!c.contentEquals(other.c)) return false - - return true - } +interface BondingCurve { + fun spotPriceAtSupply(supply: BigDecimal): Result + fun tokensToValue(currentSupply: BigDecimal, tokens: BigDecimal): Result + fun valueToTokens(currentSupply: BigDecimal, value: BigDecimal): Result + fun tokensForValueExchange(currentValue: BigDecimal, value: BigDecimal): Result + fun supplyFromValue(value: BigDecimal): Result + fun formattedTable(): String +} - override fun hashCode(): Int { - var result = a.contentHashCode() - result = 31 * result + b.contentHashCode() - result = 31 * result + c.contentHashCode() - return result +object Curves { + fun initialize(context: Context) { + // only discrete needs to be initialized + val tableLoader = AndroidTableLoader(context) + DiscreteBondingCurve.initialize(tableLoader) } } \ No newline at end of file diff --git a/libs/currency-math/src/main/kotlin/com/flipcash/libs/currency/math/Estimator.kt b/libs/currency-math/src/main/kotlin/com/flipcash/libs/currency/math/Estimator.kt index d93385a7a..90d7f6564 100644 --- a/libs/currency-math/src/main/kotlin/com/flipcash/libs/currency/math/Estimator.kt +++ b/libs/currency-math/src/main/kotlin/com/flipcash/libs/currency/math/Estimator.kt @@ -1,10 +1,22 @@ package com.flipcash.libs.currency.math import com.flipcash.libs.currency.math.internal.DefaultMintDecimals +import com.flipcash.libs.currency.math.internal.curves.ContinuousBondingCurve +import com.flipcash.libs.currency.math.internal.curves.DiscreteBondingCurve import java.math.BigDecimal import java.math.RoundingMode object Estimator { + + private val DefaultCurveType = CurveType.Discrete + + private fun getCurve(curveType: CurveType): BondingCurve { + return when (curveType) { + CurveType.Continuous -> ContinuousBondingCurve.getOrThrow() + CurveType.Discrete -> DiscreteBondingCurve.getOrThrow() + } + } + /** * Calculates the current spot price of a token based on its total supply. * @@ -18,7 +30,10 @@ object Estimator { * @return A [Result] containing the spot price as a [BigDecimal] on success, or an * exception on failure. */ - fun currentPriceFor(currentSupplyInQuarks: Long): Result { + fun currentPriceFor( + currentSupplyInQuarks: Long, + curveType: CurveType = DefaultCurveType, + ): Result { return runCatching { val scale = BigDecimal.TEN.pow(DefaultMintDecimals, mc) val unscaledCurrentSupply = BigDecimal(currentSupplyInQuarks, mc) @@ -26,7 +41,7 @@ object Estimator { scaledCurrentSupply }.fold( onSuccess = { scaledCurrentSupply -> - val curve = ExponentialCurve.getOrThrow() + val curve = getCurve(curveType) curve.spotPriceAtSupply(scaledCurrentSupply) }, onFailure = { @@ -61,12 +76,22 @@ object Estimator { valueInQuarks: Long, currentValueInQuarks: Long, mintDecimals: Int, - ): Result { + curveType: CurveType = DefaultCurveType, + ): Result { return runCatching { val tokenScale = BigDecimal.TEN.pow(DefaultMintDecimals, mc) - val tokens = valueExchangeAsTokens(valueInQuarks, currentValueInQuarks, mintDecimals).getOrThrow() - val unscaledTokens = tokens.multiply(tokenScale, mc) - unscaledTokens + val valuation = valueExchangeAsTokens( + valueInQuarks = valueInQuarks, + currentValueInQuarks = currentValueInQuarks, + mintDecimals = mintDecimals, + curveType = curveType + ).getOrThrow() + val unscaledTokens = valuation.tokens.multiply(tokenScale, mc) + val fx = valueInQuarks.toBigDecimal().divideWithHighPrecision(unscaledTokens) + Valuation.Quarks( + quarks = unscaledTokens, + fx = fx + ) } } @@ -95,18 +120,33 @@ object Estimator { valueInQuarks: Long, currentValueInQuarks: Long, mintDecimals: Int, - ): Result { + curveType: CurveType = DefaultCurveType, + ): Result { return runCatching { - val curve = ExponentialCurve.getOrThrow() - val valueScale = BigDecimal.TEN.pow(mintDecimals, mc) - val unscaledValue = BigDecimal(valueInQuarks) - val scaledValue = unscaledValue.divide(valueScale, mc) + val curve = getCurve(curveType) + when (curveType) { + CurveType.Continuous -> { + val valueScale = BigDecimal.TEN.pow(mintDecimals, mc) + val unscaledValue = BigDecimal(valueInQuarks) + val scaledValue = unscaledValue.divide(valueScale, mc) + + val tokenScale = BigDecimal.TEN.pow(mintDecimals, mc) + val unscaledCurrentValue = BigDecimal(currentValueInQuarks) + val scaledCurrentValue = unscaledCurrentValue.divide(tokenScale, mc) - val tokenScale = BigDecimal.TEN.pow(mintDecimals, mc) - val unscaledCurrentValue = BigDecimal(currentValueInQuarks) - val scaledCurrentValue = unscaledCurrentValue.divide(tokenScale, mc) + curve.tokensForValueExchange(scaledCurrentValue, scaledValue).getOrThrow() + } + CurveType.Discrete -> { + val valueScale = BigDecimal.TEN.pow(mintDecimals, mc) + val scaledValue = BigDecimal(valueInQuarks).divideWithHighPrecision(valueScale) + val scaledCurrentValue = BigDecimal(currentValueInQuarks).divideWithHighPrecision(valueScale) - curve.tokensForValueExchange(scaledCurrentValue, scaledValue).getOrThrow() + curve.tokensForValueExchange( + value = scaledValue, + currentValue = scaledCurrentValue, + ).getOrThrow() + } + } } } @@ -129,33 +169,67 @@ object Estimator { currentSupplyInQuarks: Long, mintDecimals: Int, feeBps: Int, + curveType: CurveType = DefaultCurveType, ): Result { return runCatching { - val curve = ExponentialCurve.getOrThrow() - val tokenScale = BigDecimal.TEN.pow(DefaultMintDecimals, mc) - val amountScale = BigDecimal.TEN.pow(mintDecimals, mc) + val curve = getCurve(curveType) + require(amountInQuarks > 0) { "Amount must be positive" } + require(currentSupplyInQuarks >= 0) { "Current supply must be non-negative" } + require(feeBps >= 0) { "Fee basis points must be non-negative" } - val unscaledBuyAmount = BigDecimal(amountInQuarks, mc) - val scaledBuyAmount = unscaledBuyAmount.divideWithHighPrecision(amountScale) + when (curveType) { + CurveType.Continuous -> { + val tokenScale = BigDecimal.TEN.pow(DefaultMintDecimals, mc) + val amountScale = BigDecimal.TEN.pow(mintDecimals, mc) - val unscaledCurrentSupply = BigDecimal(currentSupplyInQuarks, mc) - val scaledCurrentSupply = unscaledCurrentSupply.divideWithHighPrecision(tokenScale) + val unscaledBuyAmount = BigDecimal(amountInQuarks, mc) + val scaledBuyAmount = unscaledBuyAmount.divideWithHighPrecision(amountScale) - val scaledTokens = curve.tokensBoughtForValue(scaledCurrentSupply, scaledBuyAmount).getOrThrow() - val unscaledTokens = scaledTokens.multiplyWithHighPrecision(tokenScale) + val unscaledCurrentSupply = BigDecimal(currentSupplyInQuarks, mc) + val scaledCurrentSupply = unscaledCurrentSupply.divideWithHighPrecision(tokenScale) - val feePctValue = BigDecimal(feeBps).divideWithHighPrecision(BigDecimal("10000")) - val scaledFees = scaledTokens.multiplyWithHighPrecision(feePctValue) - val unscaledFeesBD = scaledFees.multiplyWithHighPrecision(tokenScale).setScale(0, RoundingMode.DOWN) - val unscaledFeesQuarks = unscaledFeesBD.longValueExact() + val scaledTokens = + curve.valueToTokens(scaledCurrentSupply, scaledBuyAmount).getOrThrow() + val unscaledTokens = scaledTokens.multiplyWithHighPrecision(tokenScale) - val netTokensBD = unscaledTokens.subtract(unscaledFeesBD, mc).setScale(0, RoundingMode.DOWN) - val netTokensQuarks = netTokensBD.longValueExact() + val feePctValue = BigDecimal(feeBps).divideWithHighPrecision(BigDecimal("10000")) + val scaledFees = scaledTokens.multiplyWithHighPrecision(feePctValue) + val unscaledFeesBD = + scaledFees.multiplyWithHighPrecision(tokenScale).setScale(0, RoundingMode.DOWN) + val unscaledFeesQuarks = unscaledFeesBD.longValueExact() + + val netTokensBD = + unscaledTokens.subtract(unscaledFeesBD, mc).setScale(0, RoundingMode.DOWN) + val netTokensQuarks = netTokensBD.longValueExact() + + BuyEstimation( + netTokensToReceive = netTokensQuarks.toBigDecimal(), + fees = unscaledFeesQuarks.toBigDecimal(), + ) + } + CurveType.Discrete -> { + // Convert USDC quarks to USDC units + val usdcValue = BigDecimal(amountInQuarks).divideWithHighPrecision(1_000_000.toBigDecimal()) + + // Convert supply quarks to whole tokens + val quarksPerToken = BigDecimal.TEN.pow(mintDecimals, mc) + val currentSupply = BigDecimal(currentSupplyInQuarks).divideWithHighPrecision(quarksPerToken) + + // Calculate tokens bought + val grossTokens = curve.valueToTokens(currentSupply, usdcValue).getOrThrow() + + // Apply fee + val feeMultiplier = BigDecimal(feeBps).divideWithHighPrecision(BigDecimal("10000")) + val fees = grossTokens.multiplyWithHighPrecision(feeMultiplier) + val netTokens = grossTokens.subtractWithHighPrecision(fees) + + BuyEstimation( + netTokensToReceive = netTokens, + fees = fees, + ) + } + } - BuyEstimation( - netTokensToReceive = netTokensQuarks.toBigDecimal(), - fees = unscaledFeesQuarks.toBigDecimal(), - ) } } @@ -187,42 +261,102 @@ object Estimator { currentValueInQuarks: Long, mintDecimals: Int, feeBps: Int, + curveType: CurveType = DefaultCurveType, ): Result { return runCatching { - val curve = ExponentialCurve.getOrThrow() + val curve = getCurve(curveType) + require(amountInQuarks > 0) { "Amount must be positive" } + require(currentValueInQuarks >= 0) { "Current value must be non-negative" } + require(feeBps >= 0) { "Fee basis points must be non-negative" } - val tokenScale = BigDecimal.TEN.pow(DefaultMintDecimals, mc) - val unscaledSellAmount = BigDecimal(amountInQuarks, mc) - val scaledSellAmount = unscaledSellAmount.divideWithHighPrecision(tokenScale) + println("amountInQuarks: $amountInQuarks, currentValueInQuarks: $currentValueInQuarks,") + when (curveType) { + CurveType.Continuous -> { + val tokenScale = BigDecimal.TEN.pow(DefaultMintDecimals, mc) + val unscaledSellAmount = BigDecimal(amountInQuarks, mc) + val scaledSellAmount = unscaledSellAmount.divideWithHighPrecision(tokenScale) - val valueScale = BigDecimal.TEN.pow(mintDecimals, mc) - val unscaledCurrentValue = BigDecimal(currentValueInQuarks, mc) - val scaledCurrentValue = unscaledCurrentValue.divideWithHighPrecision(valueScale) + val valueScale = BigDecimal.TEN.pow(mintDecimals, mc) + val unscaledCurrentValue = BigDecimal(currentValueInQuarks, mc) + val scaledCurrentValue = unscaledCurrentValue.divideWithHighPrecision(valueScale) - val scaledValue = curve.valueFromSellingTokens(scaledCurrentValue, scaledSellAmount).getOrThrow() - val unscaledValueBD = scaledValue.multiplyWithHighPrecision(valueScale) + val scaledValue = + curve.tokensToValue(scaledCurrentValue, scaledSellAmount).getOrThrow() + val unscaledValueBD = scaledValue.multiplyWithHighPrecision(valueScale) - val feePctValue = BigDecimal(feeBps).divideWithHighPrecision(BigDecimal("10000")) - val scaledFees = scaledValue.multiplyWithHighPrecision(feePctValue) - val unscaledFeesBD = scaledFees.multiplyWithHighPrecision(valueScale).setScale(0, RoundingMode.DOWN) - val unscaledFeesQuarks = unscaledFeesBD.longValueExact() + val feePctValue = BigDecimal(feeBps).divideWithHighPrecision(BigDecimal("10000")) + val scaledFees = scaledValue.multiplyWithHighPrecision(feePctValue) + val unscaledFeesBD = + scaledFees.multiplyWithHighPrecision(valueScale).setScale(0, RoundingMode.DOWN) + val unscaledFeesUsd = unscaledFeesBD.longValueExact() + .toBigDecimal().divideWithHighPrecision(BigDecimal(1_000_000)) - val netAmountBD = unscaledValueBD.subtract(unscaledFeesBD, mc).setScale(0, RoundingMode.DOWN) - val netAmountQuarks = netAmountBD.longValueExact() + // Get current supply from TVL + val currentSupply = curve.supplyFromValue(scaledCurrentValue).getOrThrow() - SellEstimation( - netAmountToReceive = netAmountQuarks.toBigDecimal(), - fees = unscaledFeesQuarks.toBigDecimal(), - ) + // For selling: calculate value at (supply - tokens) going up to supply + val supplyAfterSell = currentSupply.subtract(scaledSellAmount) + + val netAmountBD = + unscaledValueBD.subtract(unscaledFeesBD, mc).setScale(0, RoundingMode.DOWN) + val netAmountUsdc = netAmountBD.longValueExact() + .toBigDecimal().divideWithHighPrecision(BigDecimal(1_000_000)) + + println("tokensToSell: $scaledSellAmount, currentValue: $scaledCurrentValue, currentSupply: $currentSupply, supplyAfterSell: $supplyAfterSell") + + println("gross: $unscaledValueBD, fees: $unscaledFeesUsd, net: $netAmountBD") + + SellEstimation( + netAmountToReceive = netAmountUsdc, + fees = unscaledFeesUsd, + ) + } + CurveType.Discrete -> { + // Convert token quarks to whole tokens + val quarksPerToken = BigDecimal.TEN.pow(DefaultMintDecimals) + val tokensToSell = BigDecimal(amountInQuarks).divideWithHighPrecision(quarksPerToken) + + // Convert value quarks to dollars + val valueScale = BigDecimal.TEN.pow(mintDecimals) + val currentValue = BigDecimal(currentValueInQuarks).divideWithHighPrecision(valueScale) + + // Get current supply from TVL + val currentSupply = curve.supplyFromValue(currentValue).getOrThrow() + + // For selling: calculate value at (supply - tokens) going up to supply + val supplyAfterSell = currentSupply.subtract(tokensToSell) + + println("tokensToSell: $tokensToSell, currentValue: $currentValue, currentSupply: $currentSupply, supplyAfterSell: $supplyAfterSell") + + val grossUSDC = curve.tokensToValue( + currentSupply = supplyAfterSell, + tokens = tokensToSell + ).getOrThrow() + + // Apply fee + val feeMultiplier = BigDecimal(feeBps).divideWithHighPrecision(BigDecimal("10000")) + val fees = grossUSDC.multiplyWithHighPrecision(feeMultiplier) + val netUSDC = grossUSDC.subtractWithHighPrecision(fees) + + println("gross: $grossUSDC, fees: $fees, net: $netUSDC") + SellEstimation( + netAmountToReceive = netUSDC, + fees = fees, + ) + } + } } } fun currentMarketCap( currentSupplyInQuarks: Long, + curveType: CurveType = DefaultCurveType, ): Result { return runCatching { - val spotPrice = currentPriceFor(currentSupplyInQuarks).getOrThrow() - (currentSupplyInQuarks.toBigDecimal() * spotPrice).divide(BigDecimal.TEN.pow(DefaultMintDecimals, mc), mc) + val spotPrice = currentPriceFor(currentSupplyInQuarks, curveType).getOrThrow() + (currentSupplyInQuarks.toBigDecimal() * spotPrice) + .divideWithHighPrecision(BigDecimal.TEN.pow(DefaultMintDecimals, mc) + ) } } } @@ -235,4 +369,22 @@ data class BuyEstimation( data class SellEstimation( val netAmountToReceive: BigDecimal, val fees: BigDecimal, -) \ No newline at end of file +) + +sealed interface Valuation { + val fx: BigDecimal + + data class Tokens( + val tokens: BigDecimal, + override val fx: BigDecimal, + ) : Valuation { + companion object { + val Zero = Tokens(BigDecimal.ZERO, BigDecimal.ZERO) + } + } + + data class Quarks( + val quarks: BigDecimal, + override val fx: BigDecimal, + ) : Valuation +} \ No newline at end of file diff --git a/libs/currency-math/src/main/kotlin/com/flipcash/libs/currency/math/Units.kt b/libs/currency-math/src/main/kotlin/com/flipcash/libs/currency/math/Units.kt index ef1ec0a1e..e13d94bc5 100644 --- a/libs/currency-math/src/main/kotlin/com/flipcash/libs/currency/math/Units.kt +++ b/libs/currency-math/src/main/kotlin/com/flipcash/libs/currency/math/Units.kt @@ -5,4 +5,6 @@ import java.math.BigDecimal fun BigDecimal.units(): BigDecimal = this.divide(BigDecimal(DefaultMintQuarksPerUnit), mc) fun BigDecimal.divideWithHighPrecision(other: BigDecimal): BigDecimal = this.divide(other, mc) -fun BigDecimal.multiplyWithHighPrecision(other: BigDecimal): BigDecimal = this.multiply(other, mc) \ No newline at end of file +fun BigDecimal.multiplyWithHighPrecision(other: BigDecimal): BigDecimal = this.multiply(other, mc) +fun BigDecimal.addWithHighPrecision(other: BigDecimal): BigDecimal = this.add(other, mc) +fun BigDecimal.subtractWithHighPrecision(other: BigDecimal): BigDecimal = this.subtract(other, mc) \ No newline at end of file diff --git a/libs/currency-math/src/main/kotlin/com/flipcash/libs/currency/math/internal/curves/ContinuousBondingCurve.kt b/libs/currency-math/src/main/kotlin/com/flipcash/libs/currency/math/internal/curves/ContinuousBondingCurve.kt new file mode 100644 index 000000000..8dafbbe1b --- /dev/null +++ b/libs/currency-math/src/main/kotlin/com/flipcash/libs/currency/math/internal/curves/ContinuousBondingCurve.kt @@ -0,0 +1,190 @@ +package com.flipcash.libs.currency.math.internal.curves + +import android.annotation.SuppressLint +import com.flipcash.libs.currency.math.BondingCurve +import com.flipcash.libs.currency.math.Valuation +import com.flipcash.libs.currency.math.formatter +import com.flipcash.libs.currency.math.internal.exp +import com.flipcash.libs.currency.math.internal.ln +import com.flipcash.libs.currency.math.mc +import java.math.BigDecimal + +// Constants for the default curve from $0.01 to $1_000_000 over 21_000_000 tokens +private val CURVE_A = BigDecimal("11400.230149967394933471") +private val CURVE_B = BigDecimal("0.000000877175273521") +private val CURVE_C = CURVE_B + +@SuppressLint("VisibleForTests") +internal class ContinuousBondingCurve( + val a: BigDecimal, + val b: BigDecimal, + val c: BigDecimal +) : BondingCurve { + companion object { + fun getOrThrow(): ContinuousBondingCurve { + return ContinuousBondingCurve(CURVE_A, CURVE_B, CURVE_C) + } + } + + /** + * Calculate token price at a given supply. + * This function computes the spot price of a token based on the current supply + * using the formula: R'(S) = a * b * e^(c * S) + * where: + * - R'(S) is the spot price at supply S + * - S is the current supply of the token + * - a, b, c are constants defining the curve's shape + * + * @param supply The current supply of the token. + * @return A [Result] containing the ccalculated spot price as a BigDecimal, or an exception if an arithmetic error occurs. + */ + override fun spotPriceAtSupply(supply: BigDecimal): Result { + return runCatching { + val cTimesS = c.multiply(supply, mc) + val exp = cTimesS.exp(mc) + a.multiply(b, mc).multiply(exp, mc) + } + } + + /** + * Calculate the cost to buy a certain number of tokens given the current supply. + * This function answers the question: "How much does it cost to buy X tokens?" + * The formula used is: `(a * b / c) * (e^(c * new_supply) - e^(c * current_supply))` + * where `new_supply = current_supply + tokensToBuy`. + * + * @param currentSupply The current supply of tokens. + * @param tokensToBuy The number of tokens to be purchased. + * @return A [Result] containing the calculated cost to buy the tokens, or an exception if an arithmetic error occurs. + */ + private fun costToBuyTokens( + currentSupply: BigDecimal, + tokensToBuy: BigDecimal, + ): Result { + return runCatching { + val newSupply = currentSupply.add(tokensToBuy) + val cs = c.multiply(currentSupply, mc) + val ns = c.multiply(newSupply, mc) + val expCs = cs.exp(mc) + val expNs = ns.exp(mc) + val abOverC = a.multiply(b, mc).divide(c, mc) + val diff = expNs.subtract(expCs, mc) + abOverC.multiply(diff, mc) + } + } + + + /** + * Calculate the value received when selling `tokensToSell` tokens. + * This function answers the question: "How much value can I get for X tokens?" + * The formula used is: `(a * b / c) * (e^(c * current_supply) - e^(c * new_supply))` + * where `new_supply = current_supply - tokensToSell`. + * + * @param currentValue The current value before selling any tokens. + * @param tokens The number of tokens to be sold. + * @return A [Result] containing the calculated value received from selling the tokens, or an exception if an arithmetic error occurs. + */ + override fun tokensToValue( + currentSupply: BigDecimal, + tokens: BigDecimal, + ): Result { + return runCatching { + val abOverC = a.multiply(b, mc).divide(c, mc) + val cvPlusAbOverC = currentSupply.add(abOverC, mc) + val cTimesTokensToSell = c.multiply(tokens, mc) + val negCTimesTokensToSell = cTimesTokensToSell.negate(mc) + val exp = negCTimesTokensToSell.exp(mc) + val oneMinsExp = BigDecimal.ONE.subtract(exp, mc) + cvPlusAbOverC.multiply(oneMinsExp, mc) + } + } + + /** + * Calculate the number of tokens that can be bought for a given value, starting from the current supply. + * This function answers the question: "How many tokens can I get for Y value?" + * The formula used is: `num_tokens = (1/c) * ln(value / (a * b / c) + e^(c * current_supply)) - current_supply` + * + * @param currentSupply The current supply of tokens. + * @param value The amount of value (e.g., currency) to be spent on tokens. + * @return A [Result] containing the calculated number of tokens that can be bought, or an exception if an arithmetic error occurs. + */ + override fun valueToTokens( + currentSupply: BigDecimal, + value: BigDecimal, + ): Result { + return runCatching { + val abOverC = a.multiply(b, mc).divide(c, mc) + val expCs = currentSupply.multiply(c, mc).exp(mc) + val term = value.divide(abOverC, mc).add(expCs, mc) + val lnTerm = term.ln(mc) + val result = lnTerm.divide(c, mc) + result.subtract(currentSupply, mc) + } + } + + /** + * Calculate the number of tokens that can be exchanged for a given value, starting from the current supply. + * This is the inverse of `valueFromSellingTokens`. It answers the question: "How many tokens should be exchanged for a value given the currentValue?" + * @param currentValue The current supply of tokens. + * @param value The target value to receive from the exchange. + * @return A [Result] containing the calculated number of tokens for the exchange, or an exception if an arithmetic error occurs (e.g., input to log is not positive). + */ + override fun tokensForValueExchange( + currentValue: BigDecimal, + value: BigDecimal, + ): Result { + return runCatching { + val abOverC = a.multiply(b, mc).divide(c, mc) + val newValue = currentValue - value + val currentValueOverAbOverC = currentValue.divide(abOverC, mc) + val newValueOverAbOverC = newValue.divide(abOverC, mc) + + val lnTerm1 = (BigDecimal.ONE.add(currentValueOverAbOverC)).ln(mc) + val lnTerm2 = (BigDecimal.ONE.add(newValueOverAbOverC)).ln(mc) + val diffLnTerms = lnTerm1.subtract(lnTerm2, mc) + + val tokens = diffLnTerms.divide(c, mc) + val fx = value.divide(tokens, mc) + Valuation.Tokens(tokens, fx) + } + } + + override fun supplyFromValue(value: BigDecimal): Result = runCatching { + require(value.signum() >= 0) { "Value must be non-negative" } + + if (value == BigDecimal.ZERO) return@runCatching BigDecimal.ZERO + + val abOverC = a.multiply(b, mc).divide(c, mc) + val term = value.divide(abOverC, mc).add(BigDecimal.ONE, mc) + val lnTerm = term.ln(mc) + lnTerm.divide(c, mc) + } + + override fun formattedTable(): String { + return buildString { + appendLine("|------|----------------|----------------------------------|----------------------------|") + appendLine("| % | S | R(S) | R'(S) |") + appendLine("|------|----------------|----------------------------------|----------------------------|") + + val zero = BigDecimal.ZERO + val buyAmount = BigDecimal("210000") // Adjusted for unscaled + var supply = zero + + for (i in 0..100) { + val cost = costToBuyTokens(zero, supply).getOrThrow() + val spotPrice = spotPriceAtSupply(supply).getOrThrow() + appendLine( + "| %3d%% | %14s | %32s | %26s |".format( + i, + supply.toBigInteger().toString(), + formatter.format(cost), + formatter.format(spotPrice) + ) + ) + + supply = supply.add(buyAmount) + } + + appendLine("|------|----------------|----------------------------------|----------------------------|") + } + } +} \ No newline at end of file diff --git a/libs/currency-math/src/main/kotlin/com/flipcash/libs/currency/math/internal/curves/DiscreteBondingCurve.kt b/libs/currency-math/src/main/kotlin/com/flipcash/libs/currency/math/internal/curves/DiscreteBondingCurve.kt new file mode 100644 index 000000000..656281202 --- /dev/null +++ b/libs/currency-math/src/main/kotlin/com/flipcash/libs/currency/math/internal/curves/DiscreteBondingCurve.kt @@ -0,0 +1,312 @@ +package com.flipcash.libs.currency.math.internal.curves + +import com.flipcash.libs.currency.math.BondingCurve +import com.flipcash.libs.currency.math.MAX_SUPPLY +import com.flipcash.libs.currency.math.PRECISION +import com.flipcash.libs.currency.math.Valuation +import com.flipcash.libs.currency.math.addWithHighPrecision +import com.flipcash.libs.currency.math.divideWithHighPrecision +import com.flipcash.libs.currency.math.internal.DefaultMintDecimals +import com.flipcash.libs.currency.math.internal.DefaultMintQuarksPerUnit +import com.flipcash.libs.currency.math.loader.TableLoader +import com.flipcash.libs.currency.math.mc +import com.flipcash.libs.currency.math.multiplyWithHighPrecision +import com.flipcash.libs.currency.math.subtractWithHighPrecision +import com.flipcash.libs.currency.math.units +import org.jetbrains.annotations.VisibleForTesting +import java.math.BigDecimal +import java.math.RoundingMode + +internal class DiscreteBondingCurve private constructor(tableLoader: TableLoader) : BondingCurve { + + companion object { + @Volatile + private var instance: DiscreteBondingCurve? = null + + fun initialize(tableLoader: TableLoader) { + if (instance == null) { + synchronized(this) { + instance = DiscreteBondingCurve(tableLoader) + } + } + } + + fun getOrThrow(): DiscreteBondingCurve { + return instance + ?: throw IllegalStateException("DiscreteBondingCurve not initialized") + } + + // Step size in tokens (100 tokens per step) + internal const val stepSize = 100 + + // Number of decimal places for table values (18, matching Rust) + internal const val tablePrecision = PRECISION + + // Token decimals (10 decimal places) + private const val decimals = 10 + + // Maximum token supply + internal val maxSupply = MAX_SUPPLY.toInt() + + // Number of steps in the tables (210,001 entries: 0 to 21,000,000 in steps of 100) + internal const val tableSize = 210_001 + + // Quarks per whole token (10^10 for 10 decimal places) + internal const val quarksPerToken = DefaultMintQuarksPerUnit + } + + @VisibleForTesting + internal val rawPricingTable: List = + tableLoader.loadTable("discrete_pricing_table") + + @VisibleForTesting + internal val rawCumulativeTable: List = + tableLoader.loadTable("discrete_cumulative_table") + + private val scaleFactor = BigDecimal.TEN.pow(tablePrecision) + private val pricingTable: List = rawPricingTable.map { it.divideWithHighPrecision(scaleFactor) } + private val cumulativeTable: List = rawCumulativeTable.map { it.divideWithHighPrecision(scaleFactor) } + + + override fun spotPriceAtSupply(supply: BigDecimal): Result = runCatching { + val supply = supply.setScale(0, RoundingMode.DOWN).toInt() + require(supply >= 0) { "Supply must be non-negative" } + require(supply <= maxSupply) { "Supply exceeds max supply" } + + val stepIndex = supply / stepSize + require(stepIndex < pricingTable.size) { "Step index out of bounds" } + + pricingTable[stepIndex] + } + + override fun tokensToValue( + currentSupply: BigDecimal, + tokens: BigDecimal + ): Result = runCatching { + require(tokens.signum() >= 0) { "Tokens to sell must be non-negative" } + + if (tokens == BigDecimal.ZERO) return@runCatching BigDecimal.ZERO + + val endSupply = currentSupply + tokens + val startStep = currentSupply.divideToIntegralValue(stepSize.toBigDecimal()) + val endStep = endSupply.divideToIntegralValue(stepSize.toBigDecimal()) + + println("currentSupply: $currentSupply, tokens: $tokens, startStep: $startStep, endStep: $endStep") + + require(endStep.toInt() < pricingTable.count()) { "Cannot sell more tokens than current supply" } + + // Calculate partial tokens in start step (from currentSupply to next step boundary) + val startStepBoundary = (startStep.add(BigDecimal.ONE)).multiply(stepSize.toBigDecimal()) + val tokensInStartStep = if (startStepBoundary > endSupply) { + // All tokens are within the same step + tokens + } else { + startStepBoundary - currentSupply + } + + // Cost for partial start step + val startPrice = pricingTable[startStep.toInt()] + val startCost = tokensInStartStep.multiplyWithHighPrecision(startPrice) + + if (startStep == endStep) { + return@runCatching startCost + } + + // Cost for complete steps between start_step+1 and end_step-1 (inclusive) + // Use cumulative table: cumulative[end_step] - cumulative[start_step + 1] + val cumulativeStart = cumulativeTable[startStep.toInt() + 1] + val cumulativeEnd = cumulativeTable[endStep.toInt()] + val middleCost = cumulativeEnd.subtractWithHighPrecision(cumulativeStart) + + // Calculate partial tokens in end step (from end step boundary to end_supply) + val endStepBoundary = endStep.multiply(stepSize.toBigDecimal()) + val tokensInEndStep = endSupply - endStepBoundary + + // Cost for partial end step + val endPrice = pricingTable[endStep.toInt()] + val endCost = tokensInEndStep.multiplyWithHighPrecision(endPrice) + + startCost.addWithHighPrecision(middleCost).addWithHighPrecision(endCost) + } + + override fun valueToTokens( + currentSupply: BigDecimal, + value: BigDecimal + ): Result = runCatching { + val supply = currentSupply.setScale(0, RoundingMode.DOWN).toInt() + + require(supply >= 0) { "Current supply must be non-negative" } + require(value >= BigDecimal.ZERO) { "Value must be non-negative" } + + if (value == BigDecimal.ZERO) return@runCatching BigDecimal.ZERO + + val startStep = supply / stepSize + require(startStep < pricingTable.size - 1) { "At max supply" } + + // Calculate cost to complete the current partial step + val startStepBoundary = (startStep + 1) * stepSize + val tokensToCompleteStartStep = startStepBoundary - supply + val startPrice = pricingTable[startStep] + val costToCompleteStartStep = BigDecimal(tokensToCompleteStartStep).multiplyWithHighPrecision(startPrice) + + // If we can't even complete the start step, just divide by price + if (value < costToCompleteStartStep) { + return@runCatching value.divideWithHighPrecision(startPrice) + } + + // We can at least complete the start step + val remainingAfterStart = value.subtractWithHighPrecision(costToCompleteStartStep) + + // Calculate the cumulative value at start_step + 1 + val baseCumulative = cumulativeTable[startStep + 1] + + // Target cumulative = base_cumulative + remaining_value + val targetCumulative = baseCumulative.addWithHighPrecision(remainingAfterStart) + + // Binary search for the step where cumulative value exceeds or equals target + val endStep = binarySearch( + from = startStep + 1, + to = cumulativeTable.lastIndex, + value = { cumulativeTable[it] }, + target = targetCumulative, + ) + require(endStep < pricingTable.size) { "Exceeds max supply" } + + // Calculate tokens from complete steps + val endStepSupply = endStep * stepSize + val tokensFromCompleteSteps = endStepSupply - startStepBoundary + + // Calculate remaining value after complete steps + val cumulativeAtEndStep = cumulativeTable[endStep] + val valueUsedForCompleteSteps = cumulativeAtEndStep.subtractWithHighPrecision(baseCumulative) + val remainingValue = remainingAfterStart.subtractWithHighPrecision(valueUsedForCompleteSteps) + + // Buy partial tokens in end step with remaining value + val endPrice = pricingTable[endStep] + val tokensInEndStep = remainingValue.divideWithHighPrecision(endPrice) + + BigDecimal(tokensToCompleteStartStep) + .addWithHighPrecision(BigDecimal(tokensFromCompleteSteps)) + .addWithHighPrecision(tokensInEndStep) + } + + override fun tokensForValueExchange( + currentValue: BigDecimal, + value: BigDecimal + ): Result = runCatching { + require(value.signum() > 0) { "Value must be positive" } + require(currentValue.signum() >= 0) { "Current value must be non-negative" } + require(value <= currentValue) { "Exchange value cannot exceed current value" } + + val newValue = currentValue.subtract(value) + + // Get precise supply at current TVL (interpolated within step) + val currentSupply = preciseSupplyFromValue(currentValue) + + // Get precise supply at new (lower) TVL + val newSupply = preciseSupplyFromValue(newValue) + + // Tokens = difference in supply + val tokens = currentSupply.subtractWithHighPrecision(newSupply) + require(tokens.signum() > 0) { "Calculated tokens must be positive" } + + val fx = value.divideWithHighPrecision(tokens) + + Valuation.Tokens( + tokens = tokens, + fx = fx, + ) + } + + override fun formattedTable(): String { + return buildString { + appendLine("Discrete Bonding Curve Table (first 20 entries):") + appendLine("Step | Supply Range | Price (USDC)") + appendLine("-".repeat(50)) + pricingTable.take(20).forEachIndexed { index, price -> + val supplyStart = index * stepSize + val supplyEnd = supplyStart + stepSize - 1 + appendLine("$index | $supplyStart-$supplyEnd | $price") + } + if (pricingTable.size > 20) { + appendLine("... (${pricingTable.size - 20} more entries)") + } + } + } + + override fun supplyFromValue(value: BigDecimal): Result = runCatching { + preciseSupplyFromValue(value) + } + + /** + * Calculate precise supply from TVL with interpolation within steps. + * + * Unlike `supplyFromTVL` which returns step boundaries, this method + * interpolates within the step to give a more accurate supply value. + * + * @param tvl Total value locked in USDC + * @return Precise supply with fractional tokens + */ + private fun preciseSupplyFromValue(value: BigDecimal): BigDecimal { + if (value.signum() <= 0) { + return BigDecimal.ZERO + } + + val stepIndex = binarySearch( + from = 0, + to = cumulativeTable.lastIndex, + value = { cumulativeTable[it] }, + target = value + ) + val stepSupply = stepIndex * stepSize + + val cumulativeAtStep = cumulativeTable[stepIndex] + val remainingValue = value.subtractWithHighPrecision(cumulativeAtStep) + + if (remainingValue.signum() <= 0) { + return BigDecimal(stepSupply) + } + + val priceAtStep = pricingTable[stepIndex] + + if (priceAtStep.signum() <= 0) { + return BigDecimal(stepSupply) + } + + val fractionalTokens = remainingValue.divideWithHighPrecision(priceAtStep) + + val stepSizeDecimal = BigDecimal(stepSize) + val cappedFractional = if (fractionalTokens < stepSizeDecimal) { + fractionalTokens + } else { + stepSizeDecimal + } + + return BigDecimal(stepSupply).addWithHighPrecision(cappedFractional) + } + + /** + * Finds the largest index in [from, to] where [value] returns <= [target]. + * Returns [from] - 1 if no such index exists. + */ + private fun binarySearch( + from: Int, + to: Int, + target: BigDecimal, + value: (Int) -> BigDecimal + ): Int { + var low = from + var high = to + + while (low < high) { + val mid = (low + high + 1) / 2 + if (value(mid) <= target) { + low = mid + } else { + high = mid - 1 + } + } + + return low + } +} \ No newline at end of file diff --git a/libs/currency-math/src/main/kotlin/com/flipcash/libs/currency/math/internal/loader/AndroidTableLoader.kt b/libs/currency-math/src/main/kotlin/com/flipcash/libs/currency/math/internal/loader/AndroidTableLoader.kt new file mode 100644 index 000000000..c63120730 --- /dev/null +++ b/libs/currency-math/src/main/kotlin/com/flipcash/libs/currency/math/internal/loader/AndroidTableLoader.kt @@ -0,0 +1,24 @@ +package com.flipcash.libs.currency.math.internal.loader + +import android.content.Context +import com.flipcash.libs.currency.math.loader.TableLoader +import java.math.BigDecimal +import java.math.BigInteger +import java.nio.ByteBuffer +import java.nio.ByteOrder + +class AndroidTableLoader(private val context: Context) : TableLoader { + override fun loadTable(name: String): List { + return context.assets.open("$name.bin").use { stream -> + val bytes = stream.readBytes() + val buffer = ByteBuffer.wrap(bytes).order(ByteOrder.LITTLE_ENDIAN) + val count = bytes.size / 16 + + (0 until count).map { + val low = buffer.long + val high = buffer.long + bigDecimalFromParts(low, high) + } + } + } +} \ No newline at end of file diff --git a/libs/currency-math/src/main/kotlin/com/flipcash/libs/currency/math/loader/TableLoader.kt b/libs/currency-math/src/main/kotlin/com/flipcash/libs/currency/math/loader/TableLoader.kt new file mode 100644 index 000000000..a579ea141 --- /dev/null +++ b/libs/currency-math/src/main/kotlin/com/flipcash/libs/currency/math/loader/TableLoader.kt @@ -0,0 +1,24 @@ +package com.flipcash.libs.currency.math.loader + +import java.math.BigDecimal +import java.math.BigInteger + +interface TableLoader { + fun loadTable(name: String): List + + fun bigDecimalFromParts(low: Long, high: Long): BigDecimal { + val highBig = if (high >= 0) { + BigInteger.valueOf(high) + } else { + BigInteger.valueOf(high and Long.MAX_VALUE).add(BigInteger.ONE.shiftLeft(63)) + } + + val lowBig = if (low >= 0) { + BigInteger.valueOf(low) + } else { + BigInteger.valueOf(low and Long.MAX_VALUE).add(BigInteger.ONE.shiftLeft(63)) + } + + return highBig.shiftLeft(64).add(lowBig).toBigDecimal() + } +} \ No newline at end of file diff --git a/libs/currency-math/src/test/java/com/flipcash/libs/currency/math/ExponentialCurveTests.kt b/libs/currency-math/src/test/java/com/flipcash/libs/currency/math/ContinuousBondingCurveTests.kt similarity index 86% rename from libs/currency-math/src/test/java/com/flipcash/libs/currency/math/ExponentialCurveTests.kt rename to libs/currency-math/src/test/java/com/flipcash/libs/currency/math/ContinuousBondingCurveTests.kt index 5ef53975b..c08d27d90 100644 --- a/libs/currency-math/src/test/java/com/flipcash/libs/currency/math/ExponentialCurveTests.kt +++ b/libs/currency-math/src/test/java/com/flipcash/libs/currency/math/ContinuousBondingCurveTests.kt @@ -1,16 +1,17 @@ package com.flipcash.libs.currency.math +import com.flipcash.libs.currency.math.internal.curves.ContinuousBondingCurve import java.math.BigDecimal import kotlin.test.Test import kotlin.test.assertEquals import kotlin.test.assertTrue import kotlin.test.fail -class ExponentialCurveTests { +class ContinuousBondingCurveTests { // @Test fun `test calculate curve constants`() { - val curve = ExponentialCurve.getOrThrow() + val curve = ContinuousBondingCurve.getOrThrow() // Check R'(0) with tolerance val spot0 = curve.spotPriceAtSupply(BigDecimal.ZERO).getOrThrow() @@ -35,7 +36,7 @@ class ExponentialCurveTests { @Test fun `generate table for curve`() { - val curve = ExponentialCurve.getOrThrow() + val curve = ContinuousBondingCurve.getOrThrow() val generatedOutput = curve.formattedTable().trimIndent() @@ -65,10 +66,10 @@ class ExponentialCurveTests { @Test fun `selling zero tokens should return zero value`() { - val curve = ExponentialCurve.getOrThrow() + val curve = ContinuousBondingCurve.getOrThrow() val currentValue = BigDecimal("1000") val tokensToSell = BigDecimal.ZERO - val result = curve.valueFromSellingTokens(currentValue, tokensToSell) + val result = curve.tokensToValue(currentValue, tokensToSell) assertTrue(result.isSuccess) // Expecting a very small or zero value due to calculations, @@ -79,7 +80,7 @@ class ExponentialCurveTests { @Test fun `selling some tokens returns positive value`() { - val curve = ExponentialCurve.getOrThrow() + val curve = ContinuousBondingCurve.getOrThrow() val currentValue = BigDecimal("10000") // Example current value val tokensToSell = BigDecimal("100") // Example tokens to sell @@ -89,7 +90,7 @@ class ExponentialCurveTests { // A more precise expected value would require running the formula manually // with the specific a, b, c values. - val result = curve.valueFromSellingTokens(currentValue, tokensToSell) + val result = curve.tokensToValue(currentValue, tokensToSell) assertTrue(result.isSuccess) assertTrue(result.getOrThrow() > BigDecimal.ZERO) } @@ -100,13 +101,13 @@ class ExponentialCurveTests { // It aims to verify the logic that selling more tokens should yield more value, // but the rate might change. - val curve = ExponentialCurve.getOrThrow() + val curve = ContinuousBondingCurve.getOrThrow() val currentValue = BigDecimal("50000") val tokensToSellLess = BigDecimal("50") val tokensToSellMore = BigDecimal("150") - val resultLess = curve.valueFromSellingTokens(currentValue, tokensToSellLess) - val resultMore = curve.valueFromSellingTokens(currentValue, tokensToSellMore) + val resultLess = curve.tokensToValue(currentValue, tokensToSellLess) + val resultMore = curve.tokensToValue(currentValue, tokensToSellMore) assertTrue(resultLess.isSuccess) assertTrue(resultMore.isSuccess) @@ -115,7 +116,7 @@ class ExponentialCurveTests { @Test fun `exchanging zero value should result in close to zero tokens`() { - val curve = ExponentialCurve.getOrThrow() + val curve = ContinuousBondingCurve.getOrThrow() val currentSupply = MAX_SUPPLY.multiply(BigDecimal("0.25"), mc) // Some supply val valueToReceive = BigDecimal("0.000001") val result = curve.tokensForValueExchange(currentSupply, valueToReceive) @@ -146,19 +147,19 @@ class ExponentialCurveTests { @Test fun `exchanging positive value returns positive number of tokens`() { - val curve = ExponentialCurve.getOrThrow() + val curve = ContinuousBondingCurve.getOrThrow() val currentSupply = MAX_SUPPLY.multiply(BigDecimal("0.25"), mc) // Some supply val valueToReceive = BigDecimal("100") // Example value to receive val result = curve.tokensForValueExchange(currentSupply, valueToReceive) .onFailure { it.printStackTrace() } assertTrue(result.isSuccess) - assertTrue(result.getOrThrow() > BigDecimal.ZERO) + assertTrue(result.getOrThrow().tokens > BigDecimal.ZERO) } @Test fun `exchanging more value should require more tokens (conceptual)`() { - val curve = ExponentialCurve.getOrThrow() + val curve = ContinuousBondingCurve.getOrThrow() val currentSupply = MAX_SUPPLY.multiply(BigDecimal("0.25"), mc) // Some supply val valueLess = BigDecimal("100") val valueMore = BigDecimal("500") @@ -168,6 +169,6 @@ class ExponentialCurveTests { assertTrue(resultLess.isSuccess) assertTrue(resultMore.isSuccess) - assertTrue(resultMore.getOrThrow() > resultLess.getOrThrow()) + assertTrue(resultMore.getOrThrow().tokens > resultLess.getOrThrow().tokens) } } \ No newline at end of file diff --git a/libs/currency-math/src/test/java/com/flipcash/libs/currency/math/DiscreteBondingCurveTests.kt b/libs/currency-math/src/test/java/com/flipcash/libs/currency/math/DiscreteBondingCurveTests.kt new file mode 100644 index 000000000..af820711c --- /dev/null +++ b/libs/currency-math/src/test/java/com/flipcash/libs/currency/math/DiscreteBondingCurveTests.kt @@ -0,0 +1,941 @@ +package com.flipcash.libs.currency.math + +import com.flipcash.libs.currency.math.internal.curves.DiscreteBondingCurve +import com.flipcash.libs.currency.math.loader.FileTableLoader +import kotlin.test.BeforeTest +import java.math.BigDecimal +import java.math.RoundingMode +import kotlin.test.* + +private val MAX_SUPPLY = BigDecimal("21000000") + +// MARK: - 1. Spot Price Tests + +class DiscreteSpotPriceTests { + + private lateinit var curve: DiscreteBondingCurve + + @BeforeTest + fun initializeCurve() { + DiscreteBondingCurve.initialize(FileTableLoader()) + curve = DiscreteBondingCurve.getOrThrow() + } + + companion object { + val expectedPriceStep0 = BigDecimal("0.010000000000000000") + val expectedPriceStep1 = BigDecimal("0.010000877213746469") + val expectedPriceStep2 = BigDecimal("0.010001754504443334") + } + + @Test + fun `1-1 Spot price at supply 0 equals first table entry`() { + val price = curve.spotPriceAtSupply(supply = BigDecimal.ZERO).getOrThrow() + assertNotNull(price) + println("price at supply 0: $price") + assertTrue(isApproximatelyEqual(price, expectedPriceStep0)) + } + + @Test + fun `1-2 Supply 50 uses same price as supply 0 (within step 0)`() { + val price0 = curve.spotPriceAtSupply(supply = BigDecimal.ZERO).getOrThrow() + val price50 = curve.spotPriceAtSupply(supply = BigDecimal(50)).getOrThrow() + assertEquals(price0, price50) + } + + @Test + fun `1-3 Supply 100 uses step 1 price`() { + val price100 = curve.spotPriceAtSupply(supply = BigDecimal(100)).getOrThrow() + assertNotNull(price100) + assertTrue(isApproximatelyEqual(price100, expectedPriceStep1)) + } + + @Test + fun `1-4 Prices change at step boundaries 0, 100, 200 to 900`() { + var previousPrice: BigDecimal? = null + for (step in 0 until 10) { + val supply = step * 100 + val price = curve.spotPriceAtSupply(supply = supply.toBigDecimal()).getOrThrow() + assertNotNull(price) + if (previousPrice != null) { + assertTrue(price > previousPrice, "Price should increase at step $step") + } + previousPrice = price + } + } + + @Test + fun `1-5 Supply 99 still uses step 0 price`() { + val price0 = curve.spotPriceAtSupply(supply = BigDecimal.ZERO).getOrThrow() + val price99 = curve.spotPriceAtSupply(supply = BigDecimal(99)).getOrThrow() + assertEquals(price0, price99) + } + + @Test + fun `1-6 Various positions within step 5 all return same price`() { + val step5Start = 500 + val offsets = listOf(0, 1, 25, 50, 75, 99) + val basePrice = curve.spotPriceAtSupply(supply = step5Start.toBigDecimal()).getOrThrow() + assertNotNull(basePrice) + + for (offset in offsets) { + val price = curve.spotPriceAtSupply(supply = (step5Start + offset).toBigDecimal()).getOrThrow() + assertEquals(basePrice, price, "Supply ${step5Start + offset} should have same price as supply $step5Start") + } + } + + @Test + fun `1-7 Supply beyond table returns failure`() { + val result = curve.spotPriceAtSupply(supply = MAX_SUPPLY.add(BigDecimal.ONE)) + assertTrue(result.isFailure) + } + + @Test + fun `1-8 Supply at max valid step returns correct price`() { + val price = curve.spotPriceAtSupply(supply = MAX_SUPPLY).getOrThrow() + assertNotNull(price) + } +} + +// MARK: - 2. Tokens To Value Tests + +class DiscreteTokensToValueTests { + + private lateinit var curve: DiscreteBondingCurve + + @BeforeTest + fun initializeCurve() { + DiscreteBondingCurve.initialize(FileTableLoader()) + curve = DiscreteBondingCurve.getOrThrow() + } + + @Test + fun `2-1 Buying 0 tokens costs 0 from any supply`() { + val cost = curve.tokensToValue(currentSupply = BigDecimal.ZERO, tokens = BigDecimal.ZERO).getOrThrow() + assertEquals(BigDecimal.ZERO, cost) + + val cost2 = curve.tokensToValue(currentSupply = BigDecimal(1000), tokens = BigDecimal.ZERO).getOrThrow() + assertEquals(BigDecimal.ZERO, cost2) + } + + @Test + fun `2-2 50 tokens from supply 0 = 50 times price at 0`() { + val price = curve.spotPriceAtSupply(supply = BigDecimal.ZERO).getOrThrow() + val cost = curve.tokensToValue(currentSupply = BigDecimal.ZERO, tokens = BigDecimal(50)).getOrThrow() + + val expected = BigDecimal(50).multiplyWithHighPrecision(price) + println("price: $price, cost: $cost, expected: $expected") + assertTrue(isApproximatelyEqual(cost, expected)) + } + + @Test + fun `2-3 75 tokens from supply 25 = 75 times price at 0`() { + val price = curve.spotPriceAtSupply(supply = BigDecimal.ZERO).getOrThrow() + val cost = curve.tokensToValue(currentSupply = BigDecimal(25), tokens = BigDecimal(75)).getOrThrow() + + val expected = BigDecimal(75).multiplyWithHighPrecision(price) + assertTrue(isApproximatelyEqual(cost, expected)) + } + + @Test + fun `2-4 30 tokens from supply 10 = 30 times price at 0`() { + val price = curve.spotPriceAtSupply(supply = BigDecimal.ZERO).getOrThrow() + val cost = curve.tokensToValue(currentSupply = BigDecimal.TEN, tokens = BigDecimal(30)).getOrThrow() + + val expected = BigDecimal(30).multiplyWithHighPrecision(price) + assertTrue(isApproximatelyEqual(cost, expected)) + } + + @Test + fun `2-5 100 tokens from supply 0 = 100 times price at 0`() { + val price = curve.spotPriceAtSupply(supply = BigDecimal.ZERO).getOrThrow() + val cost = curve.tokensToValue(currentSupply = BigDecimal.ZERO, tokens = BigDecimal(100)).getOrThrow() + + val expected = BigDecimal(100).multiplyWithHighPrecision(price) + assertTrue(isApproximatelyEqual(cost, expected)) + } + + @Test + fun `2-6 200 tokens from 0 = 100 times price0 + 100 times price1`() { + val price0 = curve.spotPriceAtSupply(supply = BigDecimal.ZERO).getOrThrow() + val price1 = curve.spotPriceAtSupply(supply = BigDecimal(100)).getOrThrow() + val cost = curve.tokensToValue(currentSupply = BigDecimal.ZERO, tokens = BigDecimal(200)).getOrThrow() + + val expected = BigDecimal(100).multiplyWithHighPrecision(price0) + .addWithHighPrecision(BigDecimal(100).multiplyWithHighPrecision(price1)) + assertTrue(isApproximatelyEqual(cost, expected)) + } + + @Test + fun `2-7 150 tokens from 50 = 50 times price0 + 100 times price1`() { + val price0 = curve.spotPriceAtSupply(supply = BigDecimal.ZERO).getOrThrow() + val price1 = curve.spotPriceAtSupply(supply = BigDecimal(100)).getOrThrow() + val cost = curve.tokensToValue(currentSupply = BigDecimal(50), tokens = BigDecimal(150)).getOrThrow() + + val expected = BigDecimal(50).multiplyWithHighPrecision(price0) + .addWithHighPrecision(BigDecimal(100).multiplyWithHighPrecision(price1)) + assertTrue(isApproximatelyEqual(cost, expected)) + } + + @Test + fun `2-8 175 tokens from 0 = 100 times price0 + 75 times price1`() { + val price0 = curve.spotPriceAtSupply(supply = BigDecimal.ZERO).getOrThrow() + val price1 = curve.spotPriceAtSupply(supply = BigDecimal(100)).getOrThrow() + val cost = curve.tokensToValue(currentSupply = BigDecimal.ZERO, tokens = BigDecimal(175)).getOrThrow() + + val expected = BigDecimal(100).multiplyWithHighPrecision(price0) + .addWithHighPrecision(BigDecimal(75).multiplyWithHighPrecision(price1)) + assertTrue(isApproximatelyEqual(cost, expected)) + } + + @Test + fun `2-9 125 tokens from 50 = 50 times price0 + 75 times price1`() { + val price0 = curve.spotPriceAtSupply(supply = BigDecimal.ZERO).getOrThrow() + val price1 = curve.spotPriceAtSupply(supply = BigDecimal(100)).getOrThrow() + val cost = curve.tokensToValue(currentSupply = BigDecimal(50), tokens = BigDecimal(125)).getOrThrow() + + val expected = BigDecimal(50).multiplyWithHighPrecision(price0) + .addWithHighPrecision(BigDecimal(75).multiplyWithHighPrecision(price1)) + assertTrue(isApproximatelyEqual(cost, expected)) + } + + @Test + fun `2-10 500 tokens from 0 spans 5 complete steps`() { + val cost = curve.tokensToValue(currentSupply = BigDecimal.ZERO, tokens = BigDecimal(500)).getOrThrow() + + var expected = BigDecimal.ZERO + for (step in 0 until 5) { + val price = curve.spotPriceAtSupply(supply = BigDecimal(step * 100)).getOrThrow() + expected = expected.addWithHighPrecision(BigDecimal(100).multiplyWithHighPrecision(price)) + } + assertTrue(isApproximatelyEqual(cost, expected)) + } + + @Test + fun `2-11 350 tokens from 75 (complex partial case)`() { + val cost = curve.tokensToValue(currentSupply = BigDecimal(75), tokens = BigDecimal(350)).getOrThrow() + + // 25 tokens in step 0, 100 tokens each in steps 1-3, 25 tokens in step 4 + var expected = BigDecimal.ZERO + val p0 = curve.spotPriceAtSupply(supply = BigDecimal.ZERO).getOrThrow() + expected = expected.addWithHighPrecision(BigDecimal(25).multiplyWithHighPrecision(p0)) + + for (step in 1..3) { + val price = curve.spotPriceAtSupply(supply = BigDecimal(step * 100)).getOrThrow() + expected = expected.addWithHighPrecision(BigDecimal(100).multiplyWithHighPrecision(price)) + } + + val p4 = curve.spotPriceAtSupply(supply = BigDecimal(400)).getOrThrow() + expected = expected.addWithHighPrecision(BigDecimal(25).multiply(p4)) + + assertTrue(isApproximatelyEqual(cost, expected)) + } + + @Test + fun `2-12 150 tokens from 100 = 100 times price1 + 50 times price2`() { + val price1 = curve.spotPriceAtSupply(supply = BigDecimal(100)).getOrThrow() + val price2 = curve.spotPriceAtSupply(supply = BigDecimal(200)).getOrThrow() + val cost = curve.tokensToValue(currentSupply = BigDecimal(100), tokens = BigDecimal(150)).getOrThrow() + + val expected = BigDecimal(100).multiplyWithHighPrecision(price1) + .addWithHighPrecision(BigDecimal(50).multiplyWithHighPrecision(price2)) + assertTrue(isApproximatelyEqual(cost, expected)) + } + + @Test + fun `2-13 Tokens beyond 21M returns failure`() { + val result = curve.tokensToValue(currentSupply = BigDecimal(20_999_900), tokens = BigDecimal(200)) + assertTrue(result.isFailure) + } + + @Test + fun `2-14 500 tokens from supply 1000000`() { + val cost = curve.tokensToValue(currentSupply = BigDecimal(1_000_000), tokens = BigDecimal(500)).getOrThrow() + assertNotNull(cost) + assertTrue(cost > BigDecimal.ZERO) + } + + @Test + fun `2-15 cost(A+B) = cost(A) + cost(B from A's end)`() { + val costA = curve.tokensToValue(currentSupply = BigDecimal.ZERO, tokens = BigDecimal(200)).getOrThrow() + val costB = curve.tokensToValue(currentSupply = BigDecimal(200), tokens = BigDecimal(150)).getOrThrow() + val costTotal = curve.tokensToValue(currentSupply = BigDecimal.ZERO, tokens = BigDecimal(350)).getOrThrow() + + val sum = costA.addWithHighPrecision(costB) + assertTrue(isApproximatelyEqual(costTotal, sum)) + } + + @Test + fun `2-16 1 token at various positions equals price at that step`() { + for (step in listOf(0, 5, 10, 50, 100)) { + val supply = BigDecimal(step * 100) + val price = curve.spotPriceAtSupply(supply = supply).getOrThrow() + val cost = curve.tokensToValue(currentSupply = supply, tokens = BigDecimal.ONE).getOrThrow() + assertTrue(isApproximatelyEqual(cost, price), "1 token cost should equal spot price at step $step") + } + } + + @Test + fun `2-17 tokensToValue(0, step times 100) matches cumulative table pattern`() { + val cost0 = curve.tokensToValue(currentSupply = BigDecimal.ZERO, tokens = BigDecimal.ZERO).getOrThrow() + assertEquals(BigDecimal.ZERO, cost0) + + val cost100 = curve.tokensToValue(currentSupply = BigDecimal.ZERO, tokens = BigDecimal(100)).getOrThrow() + val expectedApprox = BigDecimal("1.0") + + println("cost100: $cost100, expected: $expectedApprox") + assertTrue(isApproximatelyEqual(cost100, expectedApprox, tolerance = BigDecimal("0.001"))) + } +} + +// MARK: - 3. Value To Tokens Tests + +class DiscreteValueToTokensTests { + + private lateinit var curve: DiscreteBondingCurve + + @BeforeTest + fun initializeCurve() { + DiscreteBondingCurve.initialize(FileTableLoader()) + curve = DiscreteBondingCurve.getOrThrow() + } + + @Test + fun `3-1 0 value yields 0 tokens from any supply`() { + val tokens = curve.valueToTokens(currentSupply = BigDecimal.ZERO, value = BigDecimal.ZERO).getOrThrow() + assertEquals(BigDecimal.ZERO, tokens) + + val tokens2 = curve.valueToTokens(currentSupply = BigDecimal(1000), value = BigDecimal.ZERO).getOrThrow() + assertEquals(BigDecimal.ZERO, tokens2) + } + + @Test + fun `3-2 Value for 50 tokens yields approximately 50 tokens`() { + val price = curve.spotPriceAtSupply(supply = BigDecimal.ZERO).getOrThrow() + val value = BigDecimal(50).multiplyWithHighPrecision(price) + val tokens = curve.valueToTokens(currentSupply = BigDecimal.ZERO, value = value).getOrThrow() + assertTrue(isApproximatelyEqual(tokens, BigDecimal(50))) + } + + @Test + fun `3-3 Value for 25 tokens yields approximately 25 tokens`() { + val price = curve.spotPriceAtSupply(supply = BigDecimal.ZERO).getOrThrow() + val value = BigDecimal(25).multiplyWithHighPrecision(price) + val tokens = curve.valueToTokens(currentSupply = BigDecimal.ZERO, value = value).getOrThrow() + assertTrue(isApproximatelyEqual(tokens, BigDecimal(25))) + } + + @Test + fun `3-4 Value for 99 tokens yields approximately 99 tokens`() { + val price = curve.spotPriceAtSupply(supply = BigDecimal.ZERO).getOrThrow() + val value = BigDecimal(99).multiplyWithHighPrecision(price) + val tokens = curve.valueToTokens(currentSupply = BigDecimal.ZERO, value = value).getOrThrow() + assertTrue(isApproximatelyEqual(tokens, BigDecimal(99))) + } + + @Test + fun `3-5 Value for 100 tokens yields approximately 100 tokens`() { + val cost = curve.tokensToValue(currentSupply = BigDecimal.ZERO, tokens = BigDecimal(100)).getOrThrow() + val tokens = curve.valueToTokens(currentSupply = BigDecimal.ZERO, value = cost).getOrThrow() + assertTrue(isApproximatelyEqual(tokens, BigDecimal(100))) + } + + @Test + fun `3-6 Value crossing boundary yields expected tokens`() { + val cost = curve.tokensToValue(currentSupply = BigDecimal.ZERO, tokens = BigDecimal(150)).getOrThrow() + val tokens = curve.valueToTokens(currentSupply = BigDecimal.ZERO, value = cost).getOrThrow() + assertTrue(isApproximatelyEqual(tokens, BigDecimal(150))) + } + + @Test + fun `3-7 From partial step, value for 150 tokens`() { + val cost = curve.tokensToValue(currentSupply = BigDecimal(50), tokens = BigDecimal(150)).getOrThrow() + val tokens = curve.valueToTokens(currentSupply = BigDecimal(50), value = cost).getOrThrow() + assertTrue(isApproximatelyEqual(tokens, BigDecimal(150))) + } + + @Test + fun `3-8 Value for 500 tokens (5 steps)`() { + val cost = curve.tokensToValue(currentSupply = BigDecimal.ZERO, tokens = BigDecimal(500)).getOrThrow() + val tokens = curve.valueToTokens(currentSupply = BigDecimal.ZERO, value = cost).getOrThrow() + assertTrue(isApproximatelyEqual(tokens, BigDecimal(500))) + } + + @Test + fun `3-9 50 tokens at high supply (step 10000)`() { + val supply = BigDecimal(1_000_000) + val cost = curve.tokensToValue(currentSupply = supply, tokens = BigDecimal(50)).getOrThrow() + val tokens = curve.valueToTokens(currentSupply = supply, value = cost).getOrThrow() + assertTrue(isApproximatelyEqual(tokens, BigDecimal(50))) + } + + @Test + fun `3-10 Small value can't complete a full token`() { + val price = curve.spotPriceAtSupply(supply = BigDecimal.ZERO).getOrThrow() + val smallValue = price.divideWithHighPrecision(BigDecimal(2)) + val tokens = curve.valueToTokens(currentSupply = BigDecimal.ZERO, value = smallValue).getOrThrow() + assertTrue(isApproximatelyEqual(tokens, BigDecimal("0.5"), tolerance = BigDecimal("0.01"))) + } + + @Test + fun `3-11 Exactly enough to complete current step`() { + val price = curve.spotPriceAtSupply(supply = BigDecimal.ZERO).getOrThrow() + val value = BigDecimal(50).multiplyWithHighPrecision(price) + val tokens = curve.valueToTokens(currentSupply = BigDecimal(50), value = value).getOrThrow() + assertTrue(isApproximatelyEqual(tokens, BigDecimal(50))) + } + + @Test + fun `3-12 Supply at last step with large value returns failure`() { + val result = curve.valueToTokens(currentSupply = BigDecimal(21_000_000), value = BigDecimal("1000000")) + assertTrue(result.isFailure) + } + + @Test + fun `3-13 Value for 1 token`() { + val price = curve.spotPriceAtSupply(supply = BigDecimal.ZERO).getOrThrow() + val tokens = curve.valueToTokens(currentSupply = BigDecimal.ZERO, value = price).getOrThrow() + assertTrue(isApproximatelyEqual(tokens, BigDecimal.ONE)) + } + + @Test + fun `3-14 Value for 175 tokens (partial end step)`() { + val cost = curve.tokensToValue(currentSupply = BigDecimal.ZERO, tokens = BigDecimal(175)).getOrThrow() + val tokens = curve.valueToTokens(currentSupply = BigDecimal.ZERO, value = cost).getOrThrow() + assertTrue(isApproximatelyEqual(tokens, BigDecimal(175))) + } +} + +// MARK: - 4. Roundtrip & Consistency Tests + +class DiscreteRoundtripTests { + + private lateinit var curve: DiscreteBondingCurve + + @BeforeTest + fun initializeCurve() { + DiscreteBondingCurve.initialize(FileTableLoader()) + curve = DiscreteBondingCurve.getOrThrow() + } + + @Test + fun `4-1 tokens to value to tokens approximately equals original`() { + val originalTokens = BigDecimal(250) + val value = curve.tokensToValue(currentSupply = BigDecimal(100), tokens = originalTokens).getOrThrow() + val recoveredTokens = curve.valueToTokens(currentSupply = BigDecimal(100), value = value).getOrThrow() + assertTrue(isApproximatelyEqual(recoveredTokens, originalTokens, tolerance = BigDecimal("1"))) + } + + @Test + fun `4-2 value to tokens to value approximately equals original`() { + val originalValue = BigDecimal(5 * 1_000_000) + val tokens = curve.valueToTokens(currentSupply = BigDecimal.ZERO, value = originalValue).getOrThrow() + + val wholeTokens = tokens.setScale(0, RoundingMode.DOWN) + val recoveredValue = curve.tokensToValue(currentSupply = BigDecimal.ZERO, tokens = wholeTokens).getOrThrow() + + assertTrue(recoveredValue <= originalValue) + val diff = originalValue.subtractWithHighPrecision(recoveredValue) + println("diff: $diff, original: $originalValue, recovered: $recoveredValue") + assertTrue(diff < BigDecimal("2"), "Value difference should be small") + } + + @Test + fun `4-3 spotPrice(S) equals tokensToValue(S, 1)`() { + for (step in listOf(0, 10, 100, 1000)) { + val supply = BigDecimal(step * 100) + val price = curve.spotPriceAtSupply(supply = supply).getOrThrow() + val cost = curve.tokensToValue(currentSupply = supply, tokens = BigDecimal.ONE).getOrThrow() + assertTrue(isApproximatelyEqual(price, cost), "Step $step: spotPrice should equal cost of 1 token") + } + } + + @Test + fun `4-4 Methods handle step boundaries consistently`() { + val price99 = curve.spotPriceAtSupply(supply = BigDecimal(99)).getOrThrow() + val price0 = curve.spotPriceAtSupply(supply = BigDecimal.ZERO).getOrThrow() + val price100 = curve.spotPriceAtSupply(supply = BigDecimal(100)).getOrThrow() + + assertEquals(price99, price0) + assertNotEquals(price100, price0) + } + + @Test + fun `4-5 Buying in parts equals buying all at once`() { + val costA = curve.tokensToValue(currentSupply = BigDecimal.ZERO, tokens = BigDecimal(100)).getOrThrow() + val costB = curve.tokensToValue(currentSupply = BigDecimal(100), tokens = BigDecimal(200)).getOrThrow() + val costC = curve.tokensToValue(currentSupply = BigDecimal(300), tokens = BigDecimal(150)).getOrThrow() + val costAll = curve.tokensToValue(currentSupply = BigDecimal.ZERO, tokens = BigDecimal(450)).getOrThrow() + + val sumParts = costA.addWithHighPrecision(costB).addWithHighPrecision(costC) + assertTrue(isApproximatelyEqual(costAll, sumParts)) + } + + @Test + fun `4-6 Large purchase across many steps`() { + val cost = curve.tokensToValue(currentSupply = BigDecimal(1_234_500), tokens = BigDecimal(10_000)).getOrThrow() + assertNotNull(cost) + assertTrue(cost > BigDecimal.ZERO) + } + + @Test + fun `4-7 Fractional tokens handling`() { + val price = curve.spotPriceAtSupply(supply = BigDecimal.ZERO).getOrThrow() + val value = BigDecimal("10.5").multiplyWithHighPrecision(price) + val tokens = curve.valueToTokens(currentSupply = BigDecimal.ZERO, value = value).getOrThrow() + assertTrue(isApproximatelyEqual(tokens, BigDecimal("10.5"), tolerance = BigDecimal("0.01"))) + } +} + +// MARK: - 5. Table Validation Tests + +class DiscreteTableValidationTests { + + private lateinit var curve: DiscreteBondingCurve + + @BeforeTest + fun initializeCurve() { + DiscreteBondingCurve.initialize(FileTableLoader()) + curve = DiscreteBondingCurve.getOrThrow() + } + + @Test + fun `5-1 Pricing table has correct length`() { + assertEquals(210_001, curve.rawPricingTable.size) + } + + @Test + fun `5-2 Cumulative table has correct length`() { + assertEquals(210_001, curve.rawCumulativeTable.size) + } + + @Test + fun `5-3 Pricing table first entry is approximately 0-01`() { + val price = curve.spotPriceAtSupply(supply = BigDecimal.ZERO).getOrThrow() + val onePenny = BigDecimal("0.01") + assertTrue(isApproximatelyEqual(price, onePenny, tolerance = BigDecimal("0.0001"))) + } + + @Test + fun `5-4 Cumulative table first entry is zero`() { + val first = curve.rawCumulativeTable[0] + assertEquals(BigDecimal.ZERO, first) + } + + @Test + fun `5-5 Pricing table is monotonically increasing`() { + for (i in 1 until 100) { + val prev = curve.rawPricingTable[i - 1] + val curr = curve.rawPricingTable[i] + assertTrue(curr >= prev, "Price at step $i should be >= step ${i - 1}") + } + } + + @Test + fun `5-6 Cumulative table is monotonically increasing`() { + for (i in 1 until 100) { + val prev = curve.rawCumulativeTable[i - 1] + val curr = curve.rawCumulativeTable[i] + assertTrue(curr >= prev, "Cumulative at step $i should be >= step ${i - 1}") + } + } + + @Test + fun `5-7 First few pricing entries match expected Rust values`() { + val expectedRaw = listOf( + 10000000000000000UL, + 10000877213746469UL, + 10001754504443334UL, + 10002631872097344UL, + 10003509316715251UL, + ) + + for ((i, expected) in expectedRaw.withIndex()) { + val actual = curve.rawPricingTable[i] + assertEquals(expected.toLong().toBigDecimal(), actual, "Mismatch at index $i") + } + } + + @Test + fun `5-8 First few cumulative entries match expected Rust values`() { + val expectedRaw = listOf( + 0UL, + 1000000000000000000UL, + 2000087721374646900UL, + 3000263171818980300UL, + 4000526359028714700UL, + ) + + for ((i, expected) in expectedRaw.withIndex()) { + val actual = curve.rawCumulativeTable[i] + assertEquals(expected.toLong().toBigDecimal(), actual, "Mismatch at index $i") + } + } + + @Test + fun `5-9 Table step size is 100`() { + assertEquals(100, DiscreteBondingCurve.stepSize) + } +} + +// MARK: - 6. Edge Cases & Error Handling + +class DiscreteEdgeCaseTests { + + private lateinit var curve: DiscreteBondingCurve + + @BeforeTest + fun initializeCurve() { + DiscreteBondingCurve.initialize(FileTableLoader()) + curve = DiscreteBondingCurve.getOrThrow() + } + + @Test + fun `6-1 Negative supply handling`() { + val result = curve.spotPriceAtSupply(supply = BigDecimal(-1)) + assertTrue(result.isFailure) + } + + @Test + fun `6-2 Negative tokens handling`() { + val result = curve.tokensToValue(currentSupply = BigDecimal.ZERO, tokens = BigDecimal(-1)) + assertTrue(result.isFailure) + } + + @Test + fun `6-3 Negative value handling`() { + val result = curve.valueToTokens(currentSupply = BigDecimal.ZERO, value = BigDecimal(-1)) + assertTrue(result.isFailure) + } + + @Test + fun `6-4 Very large value doesn't crash`() { + val hugeValue = BigDecimal("999999999999999999999999999999") + val result = curve.valueToTokens(currentSupply = BigDecimal.ZERO, value = hugeValue) + // Should either return failure or a valid (possibly capped) result - just checking it doesn't crash + assertTrue(result.isSuccess || result.isFailure) + } + + @Test + fun `6-5 Very small values handled correctly`() { + val tinyValue = BigDecimal("0.0000000001") + val tokens = curve.valueToTokens(currentSupply = BigDecimal.ZERO, value = tinyValue).getOrThrow() + assertTrue(tokens >= BigDecimal.ZERO) + } + + @Test + fun `6-6 Exactly at max supply boundary`() { + val price = curve.spotPriceAtSupply(supply = MAX_SUPPLY).getOrThrow() + assertNotNull(price) + + val cost = curve.tokensToValue(currentSupply = BigDecimal(20_999_900), tokens = BigDecimal(100)).getOrThrow() + assertNotNull(cost) + } + + @Test + fun `6-7 Just over max supply returns failure`() { + val priceResult = curve.spotPriceAtSupply(supply = BigDecimal(21_000_001)) + assertTrue(priceResult.isFailure) + + val costResult = curve.tokensToValue(currentSupply = BigDecimal(20_999_900), tokens = BigDecimal(200)) + assertTrue(costResult.isFailure) + } +} + +// MARK: - 7. Tokens For Value Exchange Tests + +class DiscreteTokensForValueExchangeTests { + + private lateinit var curve: DiscreteBondingCurve + + @BeforeTest + fun initializeCurve() { + DiscreteBondingCurve.initialize(FileTableLoader()) + curve = DiscreteBondingCurve.getOrThrow() + } + + @Test + fun `7-1 Zero value fails`() { + val result = curve.tokensForValueExchange( + currentValue = BigDecimal("10.0"), + value = BigDecimal.ZERO + ) + assertTrue(result.isFailure) + } + + @Test + fun `7-2 Negative value fails`() { + val result = curve.tokensForValueExchange( + currentValue = BigDecimal("10.0"), + value = BigDecimal("-5.0") + ) + assertTrue(result.isFailure) + } + + @Test + fun `7-3 Basic exchange returns positive tokens`() { + val currentValue = BigDecimal("10.0") + val exchangeValue = BigDecimal("1.0") + + val result = curve.tokensForValueExchange( + currentValue = currentValue, + value = exchangeValue + ).getOrThrow() + + assertTrue(result.tokens.signum() > 0, "Should get positive tokens") + } + + @Test + fun `7-4 Larger exchange value yields more tokens`() { + val currentValue = BigDecimal("100.0") + + val result1 = curve.tokensForValueExchange( + currentValue = currentValue, + value = BigDecimal("1.0") + ).getOrThrow() + + val result5 = curve.tokensForValueExchange( + currentValue = currentValue, + value = BigDecimal("5.0") + ).getOrThrow() + + assertTrue(result5.tokens > result1.tokens, "More value should yield more tokens") + } + + @Test + fun `7-5 Exchange at different current values`() { + val exchangeValue = BigDecimal("1.0") + + // At low current value (early in curve) + val resultLow = curve.tokensForValueExchange( + currentValue = BigDecimal("5.0"), + value = exchangeValue + ).getOrThrow() + + // At high current value (later in curve) + val resultHigh = curve.tokensForValueExchange( + currentValue = BigDecimal("500.0"), + value = exchangeValue + ).getOrThrow() + + // Both should return positive tokens + assertTrue(resultLow.tokens.signum() > 0) + assertTrue(resultHigh.tokens.signum() > 0) + + // At higher current value, same exchange value should yield fewer tokens (higher price) + assertTrue(resultLow.tokens > resultHigh.tokens, "Same value should yield fewer tokens at higher current value") + } + + @Test + fun `7-6 Exchange value cannot exceed current value`() { + val result = curve.tokensForValueExchange( + currentValue = BigDecimal("10.0"), + value = BigDecimal("15.0") + ) + + assertTrue(result.isFailure) + } + + @Test + fun `7-7 Small exchange amount works correctly`() { + val result = curve.tokensForValueExchange( + currentValue = BigDecimal("10.0"), + value = BigDecimal("0.01") + ).getOrThrow() + + assertTrue(result.tokens.signum() > 0) + } + + @Test + fun `7-8 Exchange entire current value`() { + val currentValue = BigDecimal("50.0") + val result = curve.tokensForValueExchange( + currentValue = currentValue, + value = currentValue + ).getOrThrow() + + assertTrue(result.tokens.signum() > 0) + } + + @Test + fun `7-9 Zero current value fails`() { + val result = curve.tokensForValueExchange( + currentValue = BigDecimal.ZERO, + value = BigDecimal("1.0") + ) + assertTrue(result.isFailure) + } + + @Test + fun `7-10 Negative current value fails`() { + val result = curve.tokensForValueExchange( + currentValue = BigDecimal("-10.0"), + value = BigDecimal("1.0") + ) + assertTrue(result.isFailure) + } +} + +// MARK: - 8. Constants Tests + +class DiscreteConstantsTests { + + @Test + fun `8-1 quarksPerToken equals 10 to the 10`() { + assertEquals(10_000_000_000L, DiscreteBondingCurve.quarksPerToken) + } + + @Test + fun `8-2 stepSize is 100`() { + assertEquals(100, DiscreteBondingCurve.stepSize) + } + + @Test + fun `8-3 maxSupply is 21 million`() { + assertEquals(21_000_000, DiscreteBondingCurve.maxSupply) + } + + @Test + fun `8-4 tableSize is 210001`() { + assertEquals(210_001, DiscreteBondingCurve.tableSize) + } + + @Test + fun `8-5 tablePrecision is 18`() { + assertEquals(18, DiscreteBondingCurve.tablePrecision) + } +} + +// MARK: - 9. Real-World Scenario Tests + +class DiscreteRealWorldTests { + + private lateinit var curve: DiscreteBondingCurve + + @BeforeTest + fun initializeCurve() { + DiscreteBondingCurve.initialize(FileTableLoader()) + curve = DiscreteBondingCurve.getOrThrow() + } + + @Test + fun `9-1 BigDecimal ten pow 18 equals 10 to 18 string`() { + val powVersion = BigDecimal.TEN.pow(18, mc) + val stringVersion = BigDecimal("1000000000000000000") + + val powStr = powVersion.toPlainString() + val stringStr = stringVersion.toPlainString() + + assertEquals(stringStr, powStr, "Both should equal 1000000000000000000") + } + + @Test + fun `9-2 Multiplication by 10 to 18 gives correct scaled value`() { + val tvl = BigDecimal("231.804283") + + val scale18String = BigDecimal("1000000000000000000") + val scaled1 = tvl.multiplyWithHighPrecision(scale18String) + + val scale18Pow = BigDecimal.TEN.pow(18, mc) + val scaled2 = tvl.multiplyWithHighPrecision(scale18Pow) + + val str1 = scaled1.toPlainString() + val str2 = scaled2.toPlainString() + + assertTrue(str1.startsWith("231804283"), "Should start with 231804283") + assertTrue(str2.startsWith("231804283"), "Should start with 231804283") + assertEquals(str1, str2, "Both methods should give same result") + } + + @Test + fun `9-3 setScale with RoundingMode DOWN works correctly`() { + val tvl = BigDecimal("231.804283") + val scaleFactor = BigDecimal.TEN.pow(18, mc) + val scaled = tvl.multiplyWithHighPrecision(scaleFactor) + + val intPart = scaled.setScale(0, RoundingMode.DOWN) + + assertTrue(intPart.toPlainString().startsWith("231804283"), "Should preserve value") + } + + @Test + fun `9-5 Cumulative table values are monotonically increasing around step 200`() { + for (i in 195 until 210) { + val curr = curve.rawCumulativeTable[i] + val next = curve.rawCumulativeTable[i + 1] + assertTrue(next > curr, "cumulative[${i + 1}] should be > cumulative[$i]") + } + } + + @Test + fun `9-6 Cumulative at step 230 should be around 232`() { + val step230 = curve.rawCumulativeTable[230] + + val step230BigInt = step230.toBigInteger() + val scale18 = BigDecimal("1000000000000000000") + val step230Decimal = BigDecimal(step230BigInt).divideWithHighPrecision(scale18) + + val step230Double = step230Decimal.toDouble() + assertTrue(step230Double > 225, "Cumulative at step 230 should be > \$225") + assertTrue(step230Double < 250, "Cumulative at step 230 should be < \$250") + } + + @Test + fun `9-7 Binary search finds correct step for TVL 231-80`() { + val tvl = BigDecimal("231.804283") + val scale18 = BigDecimal("1000000000000000000") + val tvlScaled = tvl.multiplyWithHighPrecision(scale18) + + val tvlBigD = tvlScaled.setScale(0, RoundingMode.DOWN) + + var foundStep = -1 + for (i in 0 until curve.rawCumulativeTable.size) { + if (curve.rawCumulativeTable[i] <= tvlBigD) { + foundStep = i + } else { + break + } + } + + assertTrue(foundStep > 220, "Should find step > 220 for TVL \$231.80") + assertTrue(foundStep < 240, "Should find step < 240 for TVL \$231.80") + } + + @Test + fun `9-8 tokensForValueExchange works for small amounts with large current value`() { + // Scenario: Current value ~$231.80, exchanging ~$0.72 USD (1 CAD at 1.38 rate) + val currentValue = BigDecimal("231.804283") + val exchangeValue = BigDecimal("0.723") // ~$1 CAD / 1.38262 + + val result = curve.tokensForValueExchange( + currentValue = currentValue, + value = exchangeValue + ).getOrThrow() + + assertTrue(result.tokens.signum() > 0, "Tokens should be positive") + + val tokensDouble = result.tokens.toDouble() + + println("result.tokens: $tokensDouble") + assertTrue(tokensDouble > 50, "Should get > 50 tokens for ~\$0.72 USD") + assertTrue(tokensDouble < 100, "Should get < 100 tokens for ~\$0.72 USD") + } + + @Test + fun `9-9 Two close current values produce different token amounts`() { + val exchangeValue = BigDecimal("0.72") + + val result1 = curve.tokensForValueExchange( + currentValue = BigDecimal("231.804283"), + value = exchangeValue + ).getOrThrow() + + val result2 = curve.tokensForValueExchange( + currentValue = BigDecimal("231.081018"), + value = exchangeValue + ).getOrThrow() + + // Both should return tokens, potentially different amounts due to different positions on curve + assertTrue(result1.tokens.signum() > 0) + assertTrue(result2.tokens.signum() > 0) + } +} \ No newline at end of file diff --git a/libs/currency-math/src/test/java/com/flipcash/libs/currency/math/EstimationTests.kt b/libs/currency-math/src/test/java/com/flipcash/libs/currency/math/EstimationTests.kt index c39c10611..72e11f5d8 100644 --- a/libs/currency-math/src/test/java/com/flipcash/libs/currency/math/EstimationTests.kt +++ b/libs/currency-math/src/test/java/com/flipcash/libs/currency/math/EstimationTests.kt @@ -1,155 +1,148 @@ package com.flipcash.libs.currency.math -import com.flipcash.libs.currency.math.internal.DefaultMintMaxQuarkSupply +import com.flipcash.libs.currency.math.internal.curves.DiscreteBondingCurve +import com.flipcash.libs.currency.math.loader.FileTableLoader import java.math.BigDecimal -import java.math.BigInteger +import java.math.MathContext import java.math.RoundingMode -import kotlin.math.abs -import kotlin.math.roundToLong +import kotlin.test.BeforeTest import kotlin.test.Test import kotlin.test.assertEquals import kotlin.test.assertTrue -import kotlin.test.fail class EstimationTests { - @Test - fun `estimate current price`() { - val curve = ExponentialCurve.getOrThrow() - val priceForZero = Estimator.currentPriceFor(0).getOrThrow() - val priceForAll = Estimator.currentPriceFor(DefaultMintMaxQuarkSupply).getOrThrow() + @BeforeTest + fun initializeCurve() { + DiscreteBondingCurve.initialize(FileTableLoader()) + } - val spot0 = curve.spotPriceAtSupply(BigDecimal.ZERO).getOrThrow() - val spotMax = curve.spotPriceAtSupply(MAX_SUPPLY).getOrThrow() + @Test + fun `market cat at zero supply is zero`() { + val marketCap = Estimator.currentMarketCap(currentSupplyInQuarks = 0).getOrThrow() + assertEquals(0, marketCap.toInt()) + } - assertEquals(spot0, priceForZero) - assertEquals(spotMax, priceForAll) + @Test + fun `market cap at non-zero supply is positive`() { + val marketCap = Estimator.currentMarketCap(currentSupplyInQuarks = 1000 * 10_000_000_000).getOrThrow() + assertTrue { marketCap.signum() > 0 } } @Test - fun `estimate value exchange`() { - val quarks = Estimator.valueExchangeAsQuarks( - valueInQuarks = 10_000_000, // $10, - currentValueInQuarks = 1_000_000_000, // $1000 + fun `estimate buy with no fee`() { + val (received, fees) = Estimator.buy( + amountInQuarks = 1_000_000, + currentSupplyInQuarks = 1_000_000, mintDecimals = 6, + feeBps = 0, // 0% ).getOrThrow() - val expectedAmount = BigInteger("9197272362330") - - assertEquals(expectedAmount, quarks.toBigInteger()) + assertEquals(received, received + fees) + assertEquals(0, fees.toInt()) } @Test - fun `estimate buys`() { + fun `estimate buy with 1 percent fee`() { val (received, fees) = Estimator.buy( - amountInQuarks = 100_000_000, // $100 - currentSupplyInQuarks = 7179502000000000, // 717,950.2 tokens + amountInQuarks = 1_000_000, + currentSupplyInQuarks = 1_000_000, mintDecimals = 6, - feeBps = 0, // 0% + feeBps = 100, // 1% ).getOrThrow() - val expectedTotal = BigInteger("53147450513564") - - assertTrue { abs(expectedTotal.toDouble() - (received + fees).toDouble()) <= 1.0 } + assertTrue { received < received + fees } + assertTrue { fees > BigDecimal.ZERO } + } - val (received2, fees2) = Estimator.buy( - amountInQuarks = 100_000_000, // $100 - currentSupplyInQuarks = 7179502000000000, // 717,950.2 tokens + @Test + fun `estimate buy with 10 percent fee`() { + val (received, fees) = Estimator.buy( + amountInQuarks = 1_000_000, + currentSupplyInQuarks = 1_000_000, mintDecimals = 6, - feeBps = 100, // 1% + feeBps = 1000, // 10% ).getOrThrow() - assertTrue { abs(expectedTotal.toDouble() - (received2 + fees2).toDouble()) <= 1.0 } + // Net should be approximately 90% of gross + val ratio = received.divideWithHighPrecision(received + fees) + assertTrue { isApproximatelyEqual(ratio, BigDecimal(0.9), BigDecimal("0.001")) } } @Test - fun `estimate sells`() { + fun `estimate sell with no fee`() { val (received, fees) = Estimator.sell( - amountInQuarks = 2651496281136, // 265.1496281136 tokens - currentValueInQuarks = 10100000000, // $10100 + amountInQuarks = 100 * 10_000_000_000, + currentValueInQuarks = 10_000_000, mintDecimals = 6, feeBps = 0, // 0% ).getOrThrow() - val expectedTotal = BigInteger("5000000") - assertEquals( expectedTotal, (received + fees).toBigInteger()) + assertEquals(received, received + fees) + assertEquals(0, fees.toInt()) + } - val (received2, fees2) = Estimator.sell( - amountInQuarks = 2651496281136, // 265.1496281136 tokens - currentValueInQuarks = 10100000000, // $10100 + @Test + fun `estimate sell with 1 percent fee`() { + val (received, fees) = Estimator.buy( + amountInQuarks = 100 * 10_000_000_000, + currentSupplyInQuarks = 10_000_000, mintDecimals = 6, feeBps = 100, // 1% ).getOrThrow() - assertEquals( expectedTotal, (received2 + fees2).toBigInteger()) + assertTrue { received < received + fees } + assertTrue { fees > BigDecimal.ZERO } + } + + @Test + fun `estimate sell with 10 percent fee`() { + val (received, fees) = Estimator.buy( + amountInQuarks = 100 * 10_000_000_000, + currentSupplyInQuarks = 10_000_000, + mintDecimals = 6, + feeBps = 1000, // 10% + ).getOrThrow() + + // Net should be approximately 90% of gross + val ratio = received.divideWithHighPrecision(received + fees) + assertTrue { isApproximatelyEqual(ratio, BigDecimal(0.9), BigDecimal("0.001")) } } - /** - * This test generates a CSV table to verify the symmetry and accuracy of the buy, sell, and - * value exchange estimations across a wide range of values. It simulates a scenario where an - * initial amount (`valueLocked`) is used to buy tokens from a zero supply. Then, for various - * sub-amounts (`paymentValue`), it calculates the corresponding token amount (`paymentQuarks`) - * and immediately sells them back. - * - * The core assertion is that the value received from selling the tokens (`sellValue`) should be - * almost identical to the original `paymentValue`, accounting for potential minor rounding - * discrepancies (hence the tolerance of `1.0`). - * - * The test iterates through logarithmically scaled values for `valueLocked` and `paymentValue`, - * starting from 10,000 and going up to 1 quadrillion quarks, ensuring the formulas hold - * for both small and extremely large numbers. - * - */ @Test - fun `estimate csv table`() { - val startValue = 10_000L - val endValue = 1_000_000_000_000_000L - - println("value locked,total circulating supply,new circulating supply,payment value,payment quarks,sell value") - var valueLocked = startValue - while (valueLocked <= endValue) { - val (totalCirculatingSupply, _) = Estimator.buy( - amountInQuarks = valueLocked, - currentSupplyInQuarks = 0L, - mintDecimals = 6, - feeBps = 0 - ).getOrThrow() - - var paymentValue = startValue - while (paymentValue <= valueLocked) { - val paymentQuarks = Estimator.valueExchangeAsQuarks( - valueInQuarks = paymentValue, - currentValueInQuarks = valueLocked, - mintDecimals = 6, - ).getOrThrow() - - val (sellValue, _) = Estimator.sell( - amountInQuarks = paymentQuarks.toLong(), - currentValueInQuarks = valueLocked, - mintDecimals = 6, - feeBps = 0 - ).getOrThrow() - - val diff1 = paymentValue - sellValue.toLong() - assertTrue("$paymentValue, $sellValue") { diff1 >= -1 && diff1 <= 1 } - - val (newCirculatingSupply, _) = Estimator.buy( - amountInQuarks = valueLocked - paymentValue, - currentSupplyInQuarks = 0, - mintDecimals = 6, - feeBps = 0, - ).getOrThrow() - - val totalLong = totalCirculatingSupply.toLong() - val newLong = newCirculatingSupply.toLong() - val paymentQLong = paymentQuarks.toLong() - val diff2 = totalLong - newLong - paymentQLong - assertTrue("$totalCirculatingSupply, $newCirculatingSupply, $paymentQuarks") { diff2 >= -1 && diff2 <= 1 } - - println("$valueLocked,${totalCirculatingSupply.toLong()},${newCirculatingSupply.toLong()},$paymentValue,${paymentQuarks.toLong()},${sellValue.toLong()}") - paymentValue *= 10L - } - valueLocked *= 10L - } + fun `buy then sell roundtrip`() { + val initialSupply = 1_000_000L // 1 USDC + val usdcToSpend = 1_000_000L // 1 USDC + + // Buy some + val buyEstimate = Estimator.buy( + amountInQuarks = usdcToSpend, + currentSupplyInQuarks = initialSupply, + mintDecimals = 6, + feeBps = 0, + ).getOrThrow() + + // Sell the tokens we bought + val tokenQuarks = buyEstimate.netTokensToReceive.multiplyWithHighPrecision(BigDecimal(10_000_000_000)) + .round(MathContext(0, RoundingMode.DOWN)) + + val newSupply = initialSupply + usdcToSpend + + val sellEstimate = Estimator.sell( + amountInQuarks = tokenQuarks.toLong(), + currentValueInQuarks = newSupply, + mintDecimals = 6, + feeBps = 0, + ).getOrThrow() + + // Should get approximately what we spent + val usdcRecovered = sellEstimate.netAmountToReceive.multiplyWithHighPrecision(BigDecimal(1_000_000)) + // For discrete curves, step-based pricing introduces quantization. + // At low token counts (100 tokens from $1) the rounding can cause ~10% loss + // because each step is 100 tokens and we're right at the boundary. + // For larger amounts (10+ steps) the loss would be much smaller. + // Allow 15% loss for this small-amount test case. + val minRecovery = BigDecimal(usdcToSpend).multiplyWithHighPrecision(BigDecimal(0.85)) + assertTrue(usdcRecovered >= minRecovery, message = "Should recover at least 85% of original for small amounts") } } \ No newline at end of file diff --git a/libs/currency-math/src/test/java/com/flipcash/libs/currency/math/Expects.kt b/libs/currency-math/src/test/java/com/flipcash/libs/currency/math/Expects.kt index c32d3a18e..fe23d841d 100644 --- a/libs/currency-math/src/test/java/com/flipcash/libs/currency/math/Expects.kt +++ b/libs/currency-math/src/test/java/com/flipcash/libs/currency/math/Expects.kt @@ -1,5 +1,7 @@ package com.flipcash.libs.currency.math +import java.math.BigDecimal + internal val EXPECTED_TABLE_OUTPUT = """ |------|----------------|----------------------------------|----------------------------| | % | S | R(S) | R'(S) | @@ -106,4 +108,13 @@ internal val EXPECTED_TABLE_OUTPUT = """ | 99% | 20790000 | 948229830686.625444668738691734 | 831763.771093312193663780 | | 100% | 21000000 | 1140023003583.552443559392295060 | 999999.999988634577856058 | |------|----------------|----------------------------------|----------------------------| - """.trimIndent() \ No newline at end of file + """.trimIndent() + +internal fun isApproximatelyEqual( + a: BigDecimal, + b: BigDecimal, + tolerance: BigDecimal = BigDecimal("0.0000000001") +): Boolean { + val diff = a.subtractWithHighPrecision(b) + return diff.abs() < tolerance +} \ No newline at end of file diff --git a/libs/currency-math/src/test/java/com/flipcash/libs/currency/math/loader/ClasspathTableLoader.kt b/libs/currency-math/src/test/java/com/flipcash/libs/currency/math/loader/ClasspathTableLoader.kt new file mode 100644 index 000000000..d5bebdb4a --- /dev/null +++ b/libs/currency-math/src/test/java/com/flipcash/libs/currency/math/loader/ClasspathTableLoader.kt @@ -0,0 +1,25 @@ +package com.flipcash.libs.currency.math.loader + +import java.math.BigDecimal +import java.math.BigInteger +import java.nio.ByteBuffer +import java.nio.ByteOrder + +class ClasspathTableLoader : TableLoader { + override fun loadTable(name: String): List { + val stream = javaClass.classLoader?.getResourceAsStream("$name.bin") + ?: throw IllegalStateException("Could not find $name.bin in test resources") + + return stream.use { + val bytes = it.readBytes() + val buffer = ByteBuffer.wrap(bytes).order(ByteOrder.LITTLE_ENDIAN) + val count = bytes.size / 16 + + (0 until count).map { + val low = buffer.long + val high = buffer.long + bigDecimalFromParts(low, high) + } + } + } +} \ No newline at end of file diff --git a/libs/currency-math/src/test/java/com/flipcash/libs/currency/math/loader/FileTableLoader.kt b/libs/currency-math/src/test/java/com/flipcash/libs/currency/math/loader/FileTableLoader.kt new file mode 100644 index 000000000..18a6a27c8 --- /dev/null +++ b/libs/currency-math/src/test/java/com/flipcash/libs/currency/math/loader/FileTableLoader.kt @@ -0,0 +1,54 @@ +package com.flipcash.libs.currency.math.loader + +import java.io.File +import java.math.BigDecimal +import java.math.BigInteger +import java.nio.ByteBuffer +import java.nio.ByteOrder + +class FileTableLoader(private val assetsDir: File) : TableLoader { + + constructor() : this(resolveAssetsDir()) + + companion object { + private fun resolveAssetsDir(): File { + val projectRoot = findProjectRoot() + return File(projectRoot, "src/main/assets") // Adjust if module name differs + } + + private fun findProjectRoot(): File { + var currentDir = File(System.getProperty("user.dir")!!).absoluteFile + while (true) { + val gradleFiles = currentDir.listFiles { _, name -> + name == "settings.gradle" || name == "settings.gradle.kts" || + name == "build.gradle" || name == "build.gradle.kts" + } + if (!gradleFiles.isNullOrEmpty()) { + return currentDir + } + val parent = currentDir.parentFile + if (parent == null || parent == currentDir) { + throw IllegalStateException("Could not locate project root (no Gradle files found)") + } + currentDir = parent + } + } + } + + override fun loadTable(name: String): List { + val file = File(assetsDir, "$name.bin") + require(file.exists()) { "Could not find ${file.absolutePath}" } + + return file.inputStream().use { input -> + val bytes = input.readBytes() + val buffer = ByteBuffer.wrap(bytes).order(ByteOrder.LITTLE_ENDIAN) + val count = bytes.size / 16 + + (0 until count).map { + val low = buffer.long + val high = buffer.long + bigDecimalFromParts(low, high) + } + } + } +} \ No newline at end of file diff --git a/services/opencode/src/main/kotlin/com/getcode/opencode/model/financial/Fiat.kt b/services/opencode/src/main/kotlin/com/getcode/opencode/model/financial/Fiat.kt index ccf6d5e1a..e484cb1cd 100644 --- a/services/opencode/src/main/kotlin/com/getcode/opencode/model/financial/Fiat.kt +++ b/services/opencode/src/main/kotlin/com/getcode/opencode/model/financial/Fiat.kt @@ -2,6 +2,7 @@ package com.getcode.opencode.model.financial import android.os.Parcelable import com.flipcash.libs.currency.math.Estimator +import com.flipcash.libs.currency.math.Valuation import com.flipcash.libs.currency.math.divideWithHighPrecision import com.getcode.opencode.internal.extensions.fractionDigits import com.getcode.opencode.utils.roundTo @@ -155,11 +156,11 @@ data class Fiat( return formatted(showPrefix = false) } - val tokens = (Estimator.valueExchangeAsTokens( + val valuation = (Estimator.valueExchangeAsTokens( valueInQuarks = this.quarks, currentValueInQuarks = token?.launchpadMetadata?.coreMintLockedQuarks ?: 0, mintDecimals = 6, - ).getOrNull() ?: BigDecimal.ZERO) + ).getOrNull() ?: Valuation.Tokens.Zero) val formatter = DecimalFormat.getInstance(Locale.US).apply { if (fractionDigits != null) { @@ -169,7 +170,7 @@ data class Fiat( roundingMode = ROUNDING_MODE } - return formatter.format(tokens.toDouble()) + return formatter.format(valuation.tokens.toDouble()) } companion object { @@ -207,7 +208,7 @@ data class Fiat( currentValueInQuarks = token.launchpadMetadata?.coreMintLockedQuarks ?: 0, mintDecimals = 6, // The desired value here is USDC which is 6 feeBps = 0, - ).getOrThrow().netAmountToReceive.divideWithHighPrecision(BigDecimal(MULTIPLIER)) + ).getOrThrow().netAmountToReceive }, tokenMintDecimals = token.decimals ) diff --git a/services/opencode/src/main/kotlin/com/getcode/opencode/model/financial/LocalFiat.kt b/services/opencode/src/main/kotlin/com/getcode/opencode/model/financial/LocalFiat.kt index bea407c3e..7278c1630 100644 --- a/services/opencode/src/main/kotlin/com/getcode/opencode/model/financial/LocalFiat.kt +++ b/services/opencode/src/main/kotlin/com/getcode/opencode/model/financial/LocalFiat.kt @@ -3,6 +3,7 @@ package com.getcode.opencode.model.financial import android.os.Parcelable import com.flipcash.libs.currency.math.Estimator import com.flipcash.libs.currency.math.divideWithHighPrecision +import com.flipcash.libs.currency.math.multiplyWithHighPrecision import com.flipcash.libs.currency.math.units import com.getcode.opencode.model.financial.Fiat.FormattingRule import com.getcode.opencode.model.transactions.ExchangeData @@ -90,6 +91,20 @@ data class LocalFiat( rate = Rate.oneToOne ) + fun fromNativeAmount( + nativeAmount: Fiat, + rate: Rate, + mint: Mint, + ): LocalFiat { + val usd = nativeAmount.decimalValue / rate.fx + return LocalFiat( + underlyingTokenAmount = Fiat(usd, CurrencyCode.USD), + nativeAmount = nativeAmount, + mint = mint, + rate = rate + ) + } + fun valueExchangeIn( amount: Fiat, token: Token, @@ -119,19 +134,17 @@ data class LocalFiat( val valueLocked = token.launchpadMetadata?.coreMintLockedQuarks ?: 0 // determine quarks to exchange for the desired amount - val quarks = Estimator.valueExchangeAsQuarks( + val valuation = Estimator.valueExchangeAsQuarks( valueInQuarks = cappedValue.quarks, currentValueInQuarks = valueLocked, mintDecimals = 6, // usdc is 6 decimals ).getOrThrow() - // determine the "full units" of the token being exchanged + val (quarks, _) = valuation val units = quarks.units() + val underlyingTokenAmount = Fiat(quarks = quarks.toLong(), currencyCode = CurrencyCode.USD) - val underlyingTokenAmount = Fiat(quarks.toLong(), CurrencyCode.USD) val sellEstimate = Fiat.tokenBalance(quarks.toLong(), token).convertingTo(rate) - - // determine the relative exchange rate of the token in the currency selected val fx = sellEstimate.decimalValue.toBigDecimal().divideWithHighPrecision(units).toDouble() logExchange(

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