Genetic algorithm and Kalman filtering based RBFN (Radial Basis Function Networks) combined training method
A Kalman filter and genetic algorithm technology, applied in the field of RBFN combined training, can solve the problems of inability to adaptively correct the network center value and weight value, easy to fall into local minimum points, slow training speed, etc.
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[0057] 1. RBFN neural network mathematical model
[0058] The RBFN neural network is a special three-layer forward neural network, which completes the mapping from the m-dimensional input space to the n-dimensional output space. RBFN neural network structure such as figure 1 shown.
[0059] The radial basis function chooses the inverse multivariate function:
[0060] g(v)=(v 2 +β 2 ) -1 / 2 (1)
[0061] v=||x-v i || 2 ,i=1,2...,c,v i is the center vector of the radial basis function.
[0062] The network input is an m-dimensional vector x=(x 1 ,x 2 ,...,x m ) T , the output is n as a vector y=(y 1 ,y 2 ,...,y n ) T . After the input vector is transformed by radial basis function, its output is weighted and then passed to the output layer.
[0063] for figure 1 Given the RBFN network structure diagram, the weight matrix is expressed as:
[0064] w 01 ...
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