FIELD: physics.
SUBSTANCE: method comprises transmitting a multidimensional input vector X=[x1, x2, … xN] to a multilayer neural network with the structure: N synapses in the input layer, one hidden layer with Nh synapses and Nc synapses in the output layer; calculating the corresponding cross-correlation and autocorrelation functions; determining the weight of the hidden and output layers based on a solution of a system of antigradient equations, wherein if the error increases, the direction of changing the weight of the hidden layer is selected through successive assignment of a pair of close values of the current weight of the hidden layer w1(j,k)=w(j,k)-ξ and w2(j,k)=w(j,k)+ξ, where 0<ξ≤0.001, and comparing the corresponding changes of the mean square error and , where E1, E2 are mean square error values corresponding to the weight of the hidden layer w1(j,k) and w2(j,k); is the mean square error value of the previous attempt, if ΔE1<ΔE2, the weight of the hidden layer is changed in the direction of reduction, if ΔE1≥ΔE2, the weight of the hidden layer is changed in the direction of increase.
EFFECT: ensuring convergence and acceleration of the process of training an artificial neural network.
5 dwg
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Authors
Dates
2015-10-27—Published
2014-12-15—Filed