This repository is the official implementation of E(n)-equivariant Graph Cellular Automata.
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| E(n) Convergence to 3D-Torus | E(n) Regeneration of 3D-Cube |
|---|---|
python -m trainers.geometric_graph -ds Grid2d -sdg 0.05 -rdg 1.0 -bsc 0 8 2000 16 4000 32 -pats 800
python -m trainers.geometric_graph -ds Torus -sdg 0.05 -rdg 1.0 -bsc 0 6 1000 8 2000 16 4000 32 -pats 800
python -m trainers.geometric_graph -ds Cube -sdg 0.05 -rdg 1.0 -bsc 0 16
python -m trainers.geometric_graph -ds Bunny -sdg 0.05 -rdg 1.0 -bsc 0 4 1000 8 2000 16 4000 32
For testing, play with notebooks/test_geometric_graph.ipynb.
First, unzip the datasets in ./data/.
python -m trainers.gae -ds community -ne 3000 -cd 3 -nd 16 -md 32 -s1 15 -s2 25 -ps 5 -rs 0 5 1000 1000
python -m trainers.gae -ds planar -ne 3000 -cd 3 -nd 16 -md 32 -s1 15 -s2 25 -ps 5 -rs 0 5 1000 1000 -ng 200 -n1 12 -n2 20
python -m trainers.gae -ds community -ne 3000 -cd 8 -nd 16 -md 32 -s1 25 -s2 35 -ps 5 -rs 0 5 1000 1000
python -m trainers.gae -ds planar -ne 3000 -cd 8 -nd 16 -md 32 -s1 25 -s2 35 -ps 5 -rs 0 5 1000 1000 -ng 200 -n1 12 -n2 20
python -m trainers.gae -ds planar -ne 3000 -cd 8 -nd 16 -md 32 -s1 25 -s2 35 -ps 5 -rs 0 5 1000 1000 -ng 200 -n1 32 -n2 64 -nc 3
python -m trainers.gae -ds proteins -ne 1000 -cd 16 -nd 16 -md 32 -s1 25 -s2 35 -ps 5 -rs 0 5 100 1000 -pats 20
python -m trainers.gae -ds sbm -ne 3000 -cd 24 -nd 16 -md 32 -s1 25 -s2 35 -ps 5 -rs 0 5 1000 1000
For testing, play with notebooks/test_gae.ipynb.
First create the dataset:
python data/boids.py --n_simulations 500 --n_steps 500 --n_boids 100
then run:
python -m trainers.dsystem -ds boids -ne 500 -bs 16 -nd 16 -md 32 -sls 0 20 -lr 1e-3
For testing, play with notebooks/test_dsystems.ipynb.
First create the dataset:
python data/nbody.py --n_simulations 5000 --n_steps 1000 --n_bodies 5
then run:
python -m trainers.dsystem -ds nbody -ne 500 -nd 16 -md 32 -sls 0 25
For testing, play with notebooks/test_dsystems.ipynb.
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