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EDBN is an event-based deep learning architecture for Matlab, first published in "Real-Time Classification and Sensor Fusion with a Spiking Deep Belief Network" by Peter O'Connor, Daniel Neil, Shih-Chii Liu, Tobi Delbruck and Michael Pfeiffer. The purpose of this code is to provide a prototype example of the completed algorithms presented in the paper which can be modified, learned, or extended.
The original paper can be found at: http://www.frontiersin.org/neuromorphic%20engineering/10.3389/fnins.2013.00178/abstract
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Fast vectorized implementation.
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Selection of add-ons to improve accuracy in select domains: persistent contrastive divergence, fast weights, sparsity and selectivity, decay, momentum, temperature, and variable gibbs steps.
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Small filecount for easy modifications and extensions.
%% Load paths
addpath(genpath('.'));
%% Load data
load mnist_uint8;
% Convert data and rescale between 0 and 0.2
train_x = double(train_x) / 255 * 0.2;
test_x = double(test_x) / 255 * 0.2;
train_y = double(train_y) * 0.2;
test_y = double(test_y) * 0.2;
%% Train network
% Setup
rand('seed', 42);
clear edbn opts;
edbn.sizes = [784 100 10];
opts.numepochs = 6;
[edbn, opts] = edbnsetup(edbn, opts);
% Train
fprintf('Beginning training.\n');
edbn = edbntrain(edbn, train_x, opts);
% Use supervised training on the top layer
edbn = edbntoptrain(edbn, train_x, opts, train_y);
% Show results
figure;
visualize(edbn.erbm{1}.W'); % Visualize the RBM weights
er = edbntest (edbn, train_x, train_y);
fprintf('Scored: %2.2f\n', (1-er)*100);
%% Show the EDBN in action
spike_list = live_edbn(edbn, test_x(1, :), opts);
output_idxs = (spike_list.layers == numel(edbn.sizes));
figure(2); clf;
hist(spike_list.addrs(output_idxs) - 1, 0:edbn.sizes(end));
title('Label Layer Classification Spikes');
%% Export to xml
edbntoxml(edbn, opts, 'mnist_edbn');Unzip the repo and navigate to it within Matlab. That's it. If you'd like to test the installation, run the following matlab file:
example.mThis will train a network on the MNIST handwritten digit database to greater than 92% accuracy, then run it on a spiking neuron network. The source has been tested successfully with Matlab R2012a and later.
The main files are referenced by the example file, which is compromised of the following execution order:
- example.m - runs an example.
- edbnsetup.m - initializes the network and load defaults.
- edbntrain.m - performs unsupervised training of the network.
- erbmtrain.m - trains a single RBM layer in the DBN. This is the core source file for the algorithm.
- siegert.m - calculates the output spike rate of an input rate and input weights for LIF neurons.
- erbmup.m / erbmdown.m - propagates rate-based activations up or down through LIF neurons.
- edbntoptrain.m - performs supervised training by concatenating the top layer to the top-2 layer, and jointly training a (top-2, top)<->(top-1) RBM, then unrolling again.
- edbnclean.m - cleans out all the temporary activations to save a minimum-size EDBN file.
- edbntoxml.m - creates a base64-encoded representation of the network.
- live_edbn.m - run the weights on an actual spiking network of neurons.
The source also contains two .mat files which contain matlab structures:
- edbn_95.52.mat is a spiking network that achieves 95.52% recognition accuracy on the MNIST database of handwritten digits.
- mnist_uint8.mat contains the MNIST network in matlab UINT8 format, courtesy of the DeepLearnToolbox and ultimately Yann LeCun.
The source file that created the 95.52% accurate MNIST network is generated with good_train.m.
Finally, the script edbn_brian_test.py demonstrates loading a trained network in the BRIAN neural network simulator, feeding it Poisson inputs from the MNIST database, and calculating the resulting output classification.
Please feel free to reach out here if you have any questions or difficulties. I'm happy to help guide you.
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