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neural-bipartite-matching's Introduction

Neural-Bipartite-Matching

Dependencies

All of the experiments were run in a virtual environment running Python 3.8.1 and having all of the following packages installed (obtained by pip freeze):

absl-py==0.9.0
azure-common==1.1.24
azure-nspkg==3.0.2
azure-storage==0.36.0
beautifulsoup4==4.8.2
cachetools==4.0.0
certifi==2019.11.28
cffi==1.14.0
chardet==3.0.4
cryptography==2.8
cycler==0.10.0
decorator==4.4.1
docopt==0.6.2
dpu-utils==0.2.8
google==2.0.3
google-auth==1.11.2
google-auth-oauthlib==0.4.1
googledrivedownloader==0.4
grpcio==1.27.2
h5py==2.10.0
idna==2.8
imageio==2.6.1
isodate==0.6.0
joblib==0.14.1
kiwisolver==1.1.0
llvmlite==0.31.0
Markdown==3.2.1
matplotlib==3.1.3
more-itertools==8.2.0
networkx==2.4
numba==0.48.0
numpy==1.18.2
oauthlib==3.1.0
opt-einsum==3.1.0
overrides==2.8.0
pandas==1.0.1
Pillow==7.0.0
plyfile==0.7.1
protobuf==3.11.3
pyasn1==0.4.8
pyasn1-modules==0.2.8
pycparser==2.19
pyparsing==2.4.6
pyro-api==0.1.1
pyro-ppl==1.2.1
python-dateutil==2.8.1
pytz==2019.3
PyWavelets==1.1.1
rdflib==4.2.2
requests==2.22.0
requests-oauthlib==1.3.0
rsa==4.0
scikit-image==0.16.2
scikit-learn==0.22.1
scipy==1.4.1
seaborn==0.10.0
sentencepiece==0.1.85
SetSimilaritySearch==0.1.7
six==1.14.0
soupsieve==1.9.5
tensorboard==2.1.0
torch==1.4.0
torch-cluster==1.5.4
torch-geometric==1.4.1
torch-scatter==2.0.3
torch-sparse==0.5.1
tqdm==4.42.1
urllib3==1.25.8
Werkzeug==1.0.0

Preparation

Before running any training, prepare datasets/pre-trained models.

For the data, run ./gen_all.sh. This generates all datasets used into the working directory. Naming convention is as follows: {all_iter/bfs}_less_wired for datasets containing training/testing data per each iteration of the Ford-Fulkerson algorithm (several datapoints per graph) for augmenting path finding and BFS. graph_only datasets contain only input graphs (one datapoint per graph). Datasets generated with different edge probability than 1/4 have their numerator and denominator appended after dataset name. Inside each dataset, raw and processed data is provided at different scales.

Once you want to generate the extra training data for the PNA, run ./gen_extra.sh 8 8 bfs_less_wired 1 4.

For obtaining the pre-trained models, run unzip models_to_test.zip. The folder is organised hierarchically -- first level splits on GNN architecture type. Second level -- whether reachability is learnt. AugmentingPath corresponds to training without learning reachability and AugmentingPathPlusBFS with reachability. Last level contains serialized PyTorch model per each training epoch.

Training

For training a model, follow the train.py CLI (python train.py -h). Pick which algorithms to learn (--algorithms is a repeatable parameter), model name (defaults to current time, if not provided) and processor type. (Currently, bottleneck finding and augmentation of capacities are always learnt.) Running the script will populate models into .serialized_models directory, each model in the format test_MODELNAME_epoch_EPOCH, where MODELNAME is the model name chosen and EPOCH is the training epoch.

Testing

Testing mean/last step accuracy can be achieved via the test.py script, which also offers a CLI.

Testing flow accuracy however is done via the comparator.py script (also having CLI). Rather than a single model, the script takes a model's folder and calculates the flow accuracy/error for each epoch. Results are populated in the results folder in the format results_MODELNAME_TERM_SCALE for mean absolute flow error and results_where_the_same_MODELNAME_EDGEPROB_TERM_SCALE for accuracy (checks the number of times deterministic and neural gave the same flow). TERM, EDGEPROB and SCALE are automatically appended, based on CLI parameters provided and are empty strings for default values. TERM becomes BFS-based, if use BFS for termination and X if use threshold of integer value X.

Since this is a lot of options, consider a few examples. If one wants to test a pretrained model using MPNN aggregator, which has been trained both on augmenting path finding and reachability, neurally performs the bottleneck and capacity augmentation steps, the command is as follows:

python comparator.py --algorithms AugmentingPath --algorithms BFS --model-name ADESCRIPTIVEMODELNAME --use-BFS-for-termination --use-neural-bottleneck --use-neural-augmentation --processor-type MPNN models_to_test/MPNN/AugmentingPathPlusBFS

and it will save flow accuracy results in results_where_the_same_ADESCRIPTIVEMODELNAME_BFS-based.txt, one line per epoch, 10 numbers (runs) per epoch.

If we now want test on a 2x scale with edge probability 1/5, run:

python comparator.py --algorithms AugmentingPath --algorithms BFS --model-name ADESCRIPTIVEMODELNAME --use-BFS-for-termination --use-neural-bottleneck --use-neural-augmentation --processor-type MPNN models_to_test/MPNN/AugmentingPathPlusBFS --upscale _2x --probp 1 --probq 5

and it will save flow accuracy results in results_where_the_same_ADESCRIPTIVEMODELNAME_1_5_BFS-based.txt, one line per epoch, 10 numbers (runs) per epoch.

Note that the --model-name does not need to match the one for training. It could be anything you'd like.

If one wants to test just a single model, create an empty folder and put just a single model inside it. The resulting output file will have only 1 line of 10 numbers, one per each run.

If you want to test PNA without the STD aggregator, modify the pna_aggregators field inside hyperparameters.py to NOT include std.

Plotting

Once results are calculated, plotting can be done by following the plot.py CLI. For MODEL_NAME use the exact same name MODEL_NAME you used when producing test results. A figure will be created in the figures folder, following the naming conventions of the testing scripts, e.g. different scale testing is appended automatically to the end of filename.

As plotting for different edge probability distribution was not used, it is not yet supported.

Demo

The Jupyter notebook demo.ipynb contains a standalone demo, which uses a trained model (extract models before running the demo) to find the maximum flow on a small example. It should serve both as an illustration of how the network executes Ford-Fulkerson and as a MWE on how to use the code.

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