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ForwardPropagation.cpp
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102 lines (85 loc) · 2.62 KB
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#include <array>
#include <chrono>
#include <vector>
#include "Headers/ActivationFunction.hpp"
#include "Headers/Global.hpp"
#include "Headers/ForwardPropagation.hpp"
vector_1d forward_propagation(bool i_update, const vector_1d& i_inputs, vector_2d& i_neural_network, const vector_3d& i_weights)
{
//When we visualize the outputs, we use a lot of forward propagation.
//And during that time, I don't wanna change the neural network.
//Because I also wanna draw the neural network.
//So I came up with this.
if (1 == i_update)
{
for (unsigned a = 0; a < i_neural_network[0].size(); a++)
{
if (a >= BIAS_NEURONS[0])
{
i_neural_network[0][a] = i_inputs[a - BIAS_NEURONS[0]];
}
else
{
//Bias neurons' values are always 1.
i_neural_network[0][a] = 1;
}
}
for (unsigned char a = 0; a < i_weights.size(); a++)
{
unsigned bias_neurons = 0;
if (a < i_weights.size() - 1)
{
bias_neurons = BIAS_NEURONS[1 + a];
}
//At the beginning we assume that each neuron is a bias neuron.
std::fill(i_neural_network[1 + a].begin(), i_neural_network[1 + a].end(), 1);
for (unsigned b = 0; b < i_weights[a].size(); b++)
{
i_neural_network[1 + a][b + bias_neurons] = 0;
for (unsigned c = 0; c < i_weights[a][b].size(); c++)
{
i_neural_network[1 + a][b + bias_neurons] += i_neural_network[a][c] * i_weights[a][b][c];
}
i_neural_network[1 + a][b + bias_neurons] = activation_function(0, i_neural_network[1 + a][b + bias_neurons]);
}
}
return i_neural_network[i_neural_network.size() - 1];
}
else
{
//Yes, I know this is super inefficient.
//Yes, I know there are better ways of doing this.
//Yes, I'm sorry you had to see this.
vector_2d neural_network = i_neural_network;
for (unsigned a = 0; a < neural_network[0].size(); a++)
{
if (a >= BIAS_NEURONS[0])
{
neural_network[0][a] = i_inputs[a - BIAS_NEURONS[0]];
}
else
{
neural_network[0][a] = 1;
}
}
for (unsigned char a = 0; a < i_weights.size(); a++)
{
unsigned bias_neurons = 0;
if (a < i_weights.size() - 1)
{
bias_neurons = BIAS_NEURONS[1 + a];
}
std::fill(neural_network[1 + a].begin(), neural_network[1 + a].end(), 1);
for (unsigned b = 0; b < i_weights[a].size(); b++)
{
neural_network[1 + a][b + bias_neurons] = 0;
for (unsigned c = 0; c < i_weights[a][b].size(); c++)
{
neural_network[1 + a][b + bias_neurons] += neural_network[a][c] * i_weights[a][b][c];
}
neural_network[1 + a][b + bias_neurons] = activation_function(0, neural_network[1 + a][b + bias_neurons]);
}
}
return neural_network[neural_network.size() - 1];
}
}