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network_serialization.cpp 6.4 KiB
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  • /**
     * Example of saving neural network to a file and loading it.
     * Network creation and training is copied from net_test_1.
     *
     * @author Martin Beseda
     * @date 9.8.18
     */
    
    #include <vector>
    
        std::cout << "Running lib4neuro Serialization example   1" << std::endl;
        std::cout << "********************************************************************************************************************************************" <<std::endl;
        std::cout << "First, it finds an approximate solution to the system of equations below:" << std::endl;
        std::cout << "0 * w1 + 1 * w2 = 0.50 + b" << std::endl;
        std::cout << "1 * w1 + 0.5*w2 = 0.75 + b" << std::endl;
        std::cout << "********************************************************************************************************************************************" <<std::endl;
        std::cout << "Then it stores the network with its weights into a file via serialization" <<std::endl;
        std::cout << "Then it loads the network from a file via serialization" <<std::endl;
        std::cout << "Finally it tests the loaded network parameters by evaluating the error function" <<std::endl;
        std::cout << "********************************************************************************************************************************************" <<std::endl;
    
    
        /* TRAIN DATA DEFINITION */
        std::vector<std::pair<std::vector<double>, std::vector<double>>> data_vec;
        std::vector<double> inp, out;
    
        inp = {0, 1};
        out = {0.5};
        data_vec.emplace_back(std::make_pair(inp, out));
    
        inp = {1, 0.5};
        out = {0.75};
        data_vec.emplace_back(std::make_pair(inp, out));
    
    
        l4n::NeuronLinear *i1 = new l4n::NeuronLinear( );  //f(x) = x
        l4n::NeuronLinear *i2 = new l4n::NeuronLinear( );  //f(x) = x
    
        l4n::NeuronLinear *o1 = new l4n::NeuronLinear( );  //f(x) = x
    
        size_t idx1 = net.add_neuron(i1, l4n::BIAS_TYPE::NO_BIAS);
        size_t idx2 = net.add_neuron(i2, l4n::BIAS_TYPE::NO_BIAS);
        size_t idx3 = net.add_neuron(o1, l4n::BIAS_TYPE::NEXT_BIAS);
    
    
        std::vector<double> *bv = net.get_parameter_ptr_biases();
        for(size_t i = 0; i < 1; ++i){
            bv->at(i) = 1.0;
        }
    
        /* Adding connections */
    
        net.add_connection_simple(idx1, idx3, l4n::SIMPLE_CONNECTION_TYPE::NEXT_WEIGHT);
        net.add_connection_simple(idx2, idx3, l4n::SIMPLE_CONNECTION_TYPE::NEXT_WEIGHT);
    
    
        //net.randomize_weights();
    
        /* specification of the input/output neurons */
        std::vector<size_t> net_input_neurons_indices(2);
        std::vector<size_t> net_output_neurons_indices(1);
        net_input_neurons_indices[0] = idx1;
        net_input_neurons_indices[1] = idx2;
    
        net_output_neurons_indices[0] = idx3;
    
        net.specify_input_neurons(net_input_neurons_indices);
        net.specify_output_neurons(net_output_neurons_indices);
    
        /* ERROR FUNCTION SPECIFICATION */
    
    
        /* TRAINING METHOD SETUP */
    
        std::vector<double> domain_bounds(2 * (net.get_n_weights() + net.get_n_biases()));
    
        for(size_t i = 0; i < domain_bounds.size() / 2; ++i){
            domain_bounds[2 * i] = -10;
            domain_bounds[2 * i + 1] = 10;
        }
    
        double c1 = 1.7;
        double c2 = 1.7;
        double w = 0.7;
        size_t n_particles = 50;
        size_t iter_max = 1000;
    
    
        /* if the maximal velocity from the previous step is less than 'gamma' times the current maximal velocity, then one
         * terminating criterion is met */
        double gamma = 0.5;
    
        /* if 'delta' times 'n' particles are in the centroid neighborhood given by the radius 'epsilon', then the second
         * terminating criterion is met ('n' is the total number of particles) */
        double epsilon = 0.02;
    
        l4n::ParticleSwarm swarm_01(
    
                &domain_bounds,
                c1,
                c2,
                w,
                gamma,
                epsilon,
                delta,
                n_particles,
                iter_max
        );
        swarm_01.optimize( mse );
    
        std::vector<double> *parameters = swarm_01.get_parameters();
    
        printf("w1 = %10.7f\n", parameters->at( 0 ));
        printf("w2 = %10.7f\n", parameters->at( 1 ));
        printf(" b = %10.7f\n", parameters->at( 2 ));
    
        std::cout << "********************************************************************************************************************************************" <<std::endl;
        std::cout << "Network generated by the example" << std::endl;
    
        net.save_text("saved_network.4nt");
    
        std::cout << "--------------------------------------------------------------------------------------------------------------------------------------------" <<std::endl;
        double error = 0.0;
        inp = {0, 1};
        net.eval_single( inp, out );
        error += (0.5 - out[0]) * (0.5 - out[0]);
        std::cout << "x = (0,   1), expected output: 0.50, real output: " << out[0] << std::endl;
    
        inp = {1, 0.5};
        net.eval_single( inp, out );
        error += (0.75 - out[0]) * (0.75 - out[0]);
        std::cout << "x = (1, 0.5), expected output: 0.75, real output: " << out[0] << std::endl;
        std::cout << "Error of the network: " << 0.5 * error << std::endl;
        std::cout << "********************************************************************************************************************************************" <<std::endl;
    
        std::cout << "Network loaded from a file" << std::endl;
    
        l4n::NeuralNetwork net2("saved_network.4nt");
    
        std::cout << "--------------------------------------------------------------------------------------------------------------------------------------------" <<std::endl;
        error = 0.0;
        inp = {0, 1};
    
        error += (0.5 - out[0]) * (0.5 - out[0]);
        std::cout << "x = (0,   1), expected output: 0.50, real output: " << out[0] << std::endl;
    
        error += (0.75 - out[0]) * (0.75 - out[0]);
        std::cout << "x = (1, 0.5), expected output: 0.75, real output: " << out[0] << std::endl;
        std::cout << "Error of the network: " << 0.5 * error << std::endl;
        std::cout << "********************************************************************************************************************************************" <<std::endl;