DeDe is a general, scalable, and theoretically grounded optimization framework that accelerates large-scale resource allocation problems through a decouple-and-decompose approach.
- Linux OS (e.g., Ubuntu 24.04)
- A multi-core CPU instance
- Python >= 3.8
g++(required bycvxpy)- (optional) install
pytestwithpip install -U pytest
We have made DeDe available as a PyPI package! You can simply install it using pip:
pip install dede
- We recommend creating a Python virtual environment (e.g., venv or Conda) before installation.
If you want to modify DeDe's source code and use that as your package instead, navigate to the project root directory and run:
pip install -e .
- After making modifications, there is no need to rerun this command, as the package was installed in editable (
-e) mode. - Once again, we recommend creating a Python virtual environment beforehand.
.
├── dede/ # core source code
├── tests/ # test suite
│ └── test_dede.py
└── examples/ # example use cases
├── traffic_engineering/
├── cluster_scheduling/
└── load_balancing/DeDe adopts a familiar interface from cvxpy, e.g., Variable(.), Minimize(.).
Key differences in DeDe:
- DeDe requires specifying separate
resource_constraintsanddemand_constraintswhen constructing a problem. - The
solve(.)method includes additional parameters:enable_dede: enables DeDe ifTrue; defaults tocvxpyifFalse.num_cpus: number of CPU cores (defaults to all available cores).rho: ADMM parameter acting like a ``learning rate''.num_iter: maximum number of iterations; if not specified, DeDe stops if the accuracy improvement falls below 1%.
⚠️ Work in progress:This high-level interface is designed for ease of use, but performance enhancements are still underway. For optimal performance, we currently recommend lower-level APIs, as demonstrated in the example use cases.
A toy example for resource allocation with DeDe is as follows:
import dede as dd
N, M = 100, 100
# Create allocation variables
x = dd.Variable((N, M), nonneg=True)
# Create the constraints
resource_constraints = [x[i,:].sum() >= i for i in range(N)]
demand_constraints = [x[:,j].sum() <= j for j in range(M)]
# Create an objective
objective = dd.Minimize(x.sum())
# Construct the problem
prob = dd.Problem(objective, resource_constraints, demand_constraints)
# Solve the problem with DeDe on 4 CPU cores
print(prob.solve(num_cpus=4, solver=dd.ECOS))Another toy example is provided in tests/test_dede.py. To test these examples quickly, from the project root directory, run
./tests/test_dede.py
or, if pytest is installed:
pytest
Example output screenshots are provided in the assets folder.
We provide three example applications of DeDe in the research paper:
- Traffic engineering: a network flow optimization problem.
- Cluster scheduling: a resource allocation problem in cluster computing.
- Load balancing: a query balancing problem in distributed stores.
These examples are implemented using the lower-level APIs of DeDe, which currently offer greater efficiency than the high-level APIs. Please see examples/README.md for more details.
If you use DeDe in your research, please cite our paper:
@inproceedings{dede,
title={{Decouple and Decompose: Scaling Resource Allocation with DeDe}},
author={Xu, Zhiying and Yu, Minlan and Yan, Francis Y.},
booktitle={Proceedings of the USENIX OSDI 2025 Conference},
month=jul,
year={2025}
}