[math] Generic dense matrix implementation using BLAS calls for matrix-matrix multiplication if available
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@@ -16,10 +16,10 @@ gamma_t = gamma_0(1 + gamma_0 * lambda * t)^-1
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#include "matrix.h"
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bool stochastic_gradient_descent(matrix_t *theta, matrix_t *gradient, double gamma);
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bool stochastic_gradient_descent_sparse(matrix_t *theta, matrix_t *gradient, uint32_array *update_indices, double gamma);
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bool stochastic_gradient_descent_regularize_weights(matrix_t *theta, uint32_array *update_indices, uint32_array *last_updated, uint32_t t, double lambda, double gamma_0);
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bool stochastic_gradient_descent_finalize_weights(matrix_t *theta, uint32_array *last_updated, uint32_t t, double lambda, double gamma_0);
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bool stochastic_gradient_descent(double_matrix_t *theta, double_matrix_t *gradient, double gamma);
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bool stochastic_gradient_descent_sparse(double_matrix_t *theta, double_matrix_t *gradient, uint32_array *update_indices, double gamma);
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bool stochastic_gradient_descent_regularize_weights(double_matrix_t *theta, uint32_array *update_indices, uint32_array *last_updated, uint32_t t, double lambda, double gamma_0);
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bool stochastic_gradient_descent_finalize_weights(double_matrix_t *theta, uint32_array *last_updated, uint32_t t, double lambda, double gamma_0);
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double stochastic_gradient_descent_gamma_t(double gamma_0, double lambda, uint32_t t);
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