This is a matlab implementation of STCA on GPUs using CUDA.
STCA is an algorithm for training deep spiking neural networks to resolve the temporal credit assignment problem and classification tasks.
It has been already accepted by IJCAI-19.
If you use STCA in your reseasrch, please cite the following paper:
@inproceedings{ijcai2019-189,
title = {STCA: Spatio-Temporal Credit Assignment with Delayed Feedback in Deep Spiking Neural Networks},
author = {Gu, Pengjie and Xiao, Rong and Pan, Gang and Tang, Huajin},
booktitle = {Proceedings of the Twenty-Eighth International Joint Conference on
Artificial Intelligence, {IJCAI-19}},
publisher = {International Joint Conferences on Artificial Intelligence Organization},
pages = {1366--1372},
year = {2019},
month = {7},
doi = {10.24963/ijcai.2019/189},
url = {https://doi.org/10.24963/ijcai.2019/189},
}
- MATLAB R2016b
- CUDA 9.0
- This version can be run at both Windows and Linux.
- Note that this version can only construct fully-connected networks. The following version will support convolutional structures.
- First, you should add 'STCA-DSNN' and its subfolders to path and then run 'Experiment/MNIST/runMNIST.m' (you need to alter the variable 'path' in this file to math your own path.).
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Experiment: Experiments completed in the paper (MNIST classification, instrument recognition, and unsegmented sound events detection).
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Algorithm: Algorithms for training and testing.
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Cuda: CU and PTX files which are crucial for the parallel processing of this implementation.
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Data: Some data used in experiments.
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Encoding: Encoding methods converting other signals into spike domain.
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Tools: Functions which may be convenient in some cases.
To run the codes in the 'Algorithm' folder, we need to construct a struct (called Data) to record all the required information in the training set or testing set. This Data contains 4 fields as follow:
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Labels_name: Names of all classes, type: 1 x NClasses cell, each cell is a 'str' constant, Nclass is the number of classes contained in the dataset.
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Labels: Labels of all samples, type: 1 x NSamples double, each item is an integer (starting from 1), NSamples is the number of samples.
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ptn: Spiking patterns of all samples, type: NSamples x NAfferents cell, NSamples is the number of samples, NAfferents is the number of spike trains in a spike pattern. In this field, each cell is a vector (type: double) and indicates a spike train (the values in the vector are the independent spike timings, unit: second. If the afferent didn't fire a spike, the cell is []), and the cells in a same row construct an indpendent spike pattern.
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Tmax: the max spike timing of each spike pattern, type: NSamples x 1. This field can be directly computed by the function 'get_Tmax' in the 'Tools' folder.
After training, the network weights and some information about training will also be recorded in a struct (called Structure) and the testing procedure will load the Structure to test the performance.
More experimental settings (e.g., parameters, error curves) can be found from subfolders in the Experiment. I'm sorry about that the codes in Algorithm are certainly confused, since different experiments are conducted on different versions of this work. I might unify these codes in the future version.
If you have some problems on this implementation, please contact me by this e-mail: [email protected]