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Network.m
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100 lines (88 loc) · 3.64 KB
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%
% This code belongs to:
% Ahmet Emre Unal
% S001974
% emre.unal@ozu.edu.tr
%
classdef Network < handle
properties
numInputs
numHiddenUnits
hiddenUnits = [];
outputUnit
end
methods
% Constructor
function [obj] = Network(numInputs, numHiddenUnits)
obj.numInputs = numInputs;
obj.numHiddenUnits = numHiddenUnits;
obj.outputUnit = Node(numHiddenUnits);
for i = 1:numHiddenUnits
obj.hiddenUnits = [obj.hiddenUnits, Node(numInputs)];
end
end
% Main output function
function [output] = getOutput(obj, inputs)
hiddenUnitOutputs = arrayfun(@(x) x.getOutput(inputs), obj.hiddenUnits);
output = obj.outputUnit.getOutput(hiddenUnitOutputs);
end
% Teach the network
function learn(obj, inputs, expectedOutput, epsilon)
% Forward pass phase
[hiddenUnitInputs, hiddenUnitOutputs] = obj.getHiddenUnitValues(inputs);
[output, outputUnitInput] = obj.outputUnit.getOutput(hiddenUnitOutputs);
% Backward pass phase
outputDelta = [expectedOutput - output] * obj.sigmoidDeriv(outputUnitInput);
hiddenDeltas = obj.getHiddenDeltas(hiddenUnitInputs, outputDelta);
% Update phase
obj.updateOutputUnitWeights(outputDelta, hiddenUnitOutputs, epsilon);
obj.updateHiddenUnitWeights(hiddenDeltas, inputs, epsilon);
end
end
methods(Access = private)
%% getHiddenUnitValues: calculate the weighted sum hidden inputs and sigmoid outputs
function [hiddenUnitInputs, hiddenUnitOutputs] = getHiddenUnitValues(obj, inputs)
hiddenUnitInputs = [];
hiddenUnitOutputs = [];
for i = 1:obj.numHiddenUnits
[output, weightedSum] = obj.hiddenUnits(i).getOutput(inputs);
hiddenUnitInputs(i) = weightedSum;
hiddenUnitOutputs(i) = output;
end
end
%% getHiddenDeltas: calculate hidden unit delta values
function [hiddenDeltas] = getHiddenDeltas(obj, hiddenUnitInputs, outputDelta)
hiddenDeltas = [];
for i = 1:obj.numHiddenUnits
delta = obj.sigmoidDeriv(hiddenUnitInputs(i));
delta = delta * obj.outputUnit.weights(i);
delta = delta * outputDelta;
hiddenDeltas(i) = delta;
end
end
%% sigmoidDeriv: the derivative of the sigmoid function
function [output] = sigmoidDeriv(obj, x)
output = ((1 / (1 + exp(-x))) * (1 - (1 / (1 + exp(-x)))));
end
%% updateOutputUnitWeights: updates the weights of the output unit
function updateOutputUnitWeights(obj, outputDelta, hiddenUnitOutputs, epsilon)
for i = 1:obj.numHiddenUnits
update = epsilon * outputDelta * hiddenUnitOutputs(i);
obj.outputUnit.weights(i) = obj.outputUnit.weights(i) + update;
end
end
%% updateHiddenUnitWeights: function description
function updateHiddenUnitWeights(obj, hiddenDeltas, inputs, epsilon)
% units = obj.hiddenUnits;
% parfor i = 1:obj.numHiddenUnits
for i = 1:obj.numHiddenUnits
for j = 1:obj.numInputs
update = epsilon * hiddenDeltas(i) * inputs(j);
% units(i).weights(j) = units(i).weights(j) + update;
obj.hiddenUnits(i).weights(j) = obj.hiddenUnits(i).weights(j) + update;
end
end
% obj.hiddenUnits = units;
end
end
end