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🌟 TensorNEAT: Tensorized NEAT Implementation in JAX 🌟

TensorNEAT Paper on arXiv

## Introduction TensorNEAT is a JAX-based libaray for NeuroEvolution of Augmenting Topologies (NEAT) algorithms, focused on harnessing GPU acceleration to enhance the efficiency of evolving neural network structures for complex tasks. Its core mechanism involves the tensorization of network topologies, enabling parallel processing and significantly boosting computational speed and scalability by leveraging modern hardware accelerators. TensorNEAT is compatible with the [EvoX](https://github.com/EMI-Group/evox/) framewrok. ## Key Features - JAX-based network for neuroevolution: - **Batch inference** across networks with different architectures, GPU-accelerated. - Evolve networks with **irregular structures** and **fully customize** their behavior. - Visualize the network and represent it in **mathematical formulas** or **codes**. - GPU-accelerated NEAT implementation: - Run NEAT and HyperNEAT on GPUs. - Achieve **500x** speedup compared to CPU-based NEAT libraries. - Rich in extended content: - Compatible with **EvoX** for multi-device and distributed support. - Test neuroevolution algorithms on advanced **RL tasks** (Brax, Gymnax). ## Installation Install `tensorneat` from the GitHub source code: ``` pip install git+https://github.com/EMI-Group/tensorneat.git ``` ## Basic API Usage Start your journey with TensorNEAT in a few simple steps: 1. **Import necessary modules**: ```python from tensorneat.pipeline import Pipeline from tensorneat import algorithm, genome, problem, common ``` 2. **Configure the NEAT algorithm and define a problem**: ```python algorithm = algorithm.NEAT( pop_size=10000, species_size=20, survival_threshold=0.01, genome=genome.DefaultGenome( num_inputs=3, num_outputs=1, output_transform=common.ACT.sigmoid, ), ) problem = problem.XOR3d() ``` 3. **Initialize the pipeline and run**: ```python pipeline = Pipeline( algorithm, problem, generation_limit=200, fitness_target=-1e-6, seed=42, ) state = pipeline.setup() # run until termination state, best = pipeline.auto_run(state) # show results pipeline.show(state, best) ``` Obtain result in a few generations: ``` Fitness limit reached! input: [0. 0. 0.], target: [0.], predict: [0.00037953] input: [0. 0. 1.], target: [1.], predict: [0.9990619] input: [0. 1. 0.], target: [1.], predict: [0.9991497] input: [0. 1. 1.], target: [0.], predict: [0.0004661] input: [1. 0. 0.], target: [1.], predict: [0.998262] input: [1. 0. 1.], target: [0.], predict: [0.00077246] input: [1. 1. 0.], target: [0.], predict: [0.00082464] input: [1. 1. 1.], target: [1.], predict: [0.99909043] loss: 8.861396736392635e-07 ``` 4. **Visualize the best network**: ```python network = algorithm.genome.network_dict(state, *best) algorithm.genome.visualize(network, save_path="./imgs/xor_network.svg") ```
Visualization of the policy
5. **Transform the network to latex formulas or python codes**: ```python from tensorneat.common.sympy_tools import to_latex_code, to_python_code sympy_res = algorithm.genome.sympy_func( state, network, sympy_output_transform=ACT.obtain_sympy(ACT.sigmoid) ) latex_code = to_latex_code(*sympy_res) print(latex_code) python_code = to_python_code(*sympy_res) print(python_code) ``` Latex formulas: ```latex \begin{align} h_{0} &= \frac{1}{2.83 e^{5.66 h_{1} - 6.08 h_{2} - 3.03 i_{2}} + 1}\newline h_{1} &= \frac{1}{0.3 e^{- 4.8 h_{2} + 9.22 i_{0} + 8.09 i_{1} - 10.24 i_{2}} + 1}\newline h_{2} &= \frac{1}{0.27 e^{4.28 i_{1}} + 1}\newline o_{0} &= \frac{1}{0.68 e^{- 20.86 h_{0} + 11.12 h_{1} + 14.22 i_{0} - 1.96 i_{2}} + 1}\newline \end{align} ``` Python codes: ```python h = np.zeros(3) o = np.zeros(1) h[0] = 1/(2.825013*exp(5.660946*h[1] - 6.083459*h[2] - 3.033361*i[2]) + 1) h[1] = 1/(0.300038*exp(-4.802896*h[2] + 9.215506*i[0] + 8.091845*i[1] - 10.241107*i[2]) + 1) h[2] = 1/(0.269965*exp(4.279962*i[1]) + 1) o[0] = 1/(0.679321*exp(-20.860441*h[0] + 11.122242*h[1] + 14.216276*i[0] - 1.961642*i[2]) + 1) ``` ## Multi-device and Distributed Acceleration TensorNEAT doesn't natively support multi-device or distributed execution, but these features can be accessed via the EvoX framework. EvoX is a high-performance, distributed, GPU-accelerated framework for Evolutionary Algorithms. For more details, visit: [EvoX GitHub](https://github.com/EMI-Group/evox/). TensorNEAT includes an EvoX Adaptor, which allows TensorNEAT algorithms to run within the EvoX framework. Additionally, TensorNEAT provides a monitor for use with EvoX. Here is an example of creating an EvoX algorithm and monitor: ```python from tensorneat.common.evox_adaptors import EvoXAlgorithmAdaptor, TensorNEATMonitor from tensorneat.algorithm import NEAT from tensorneat.genome import DefaultGenome, BiasNode from tensorneat.common import ACT, AGG # define algorithm in TensorNEAT neat_algorithm = NEAT( pop_size=1000, species_size=20, survival_threshold=0.1, compatibility_threshold=1.0, genome=DefaultGenome( max_nodes=50, max_conns=200, num_inputs=17, num_outputs=6, node_gene=BiasNode( activation_options=ACT.tanh, aggregation_options=AGG.sum, ), output_transform=ACT.tanh, ), ) # use adaptor to create EvoX algorithm evox_algorithm = EvoXAlgorithmAdaptor(neat_algorithm) # monitor in Evox monitor = TensorNEATMonitor(neat_algorithm, is_save=False) ``` Using this code, you can run the NEAT algorithm within EvoX and leverage EvoX's multi-device and distributed capabilities. For a complete example, see `./example/with_evox/walker2d_evox.py`, which demonstrates EvoX's multi-device functionality. ## Community & Support - Engage in discussions and share your experiences on [GitHub Discussion Board](https://github.com/EMI-Group/evox/discussions). - Join our QQ group (ID: 297969717). ## Citing TensorNEAT If you use TensorNEAT in your research and want to cite it in your work, please use: ``` @article{tensorneat, title = {{Tensorized} {NeuroEvolution} of {Augmenting} {Topologies} for {GPU} {Acceleration}}, author = {Wang, Lishuang and Zhao, Mengfei and Liu, Enyu and Sun, Kebin and Cheng, Ran}, booktitle = {Proceedings of the Genetic and Evolutionary Computation Conference (GECCO)}, year = {2024} }