Hand writing number identification method based on kernel function
A digital recognition and kernel function technology, applied in the field of recognition, can solve problems such as lack of identification ability, achieve good development prospects, improve recognition performance, and reduce the amount of calculation.
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[0015] In order to better understand the technical solution of the present invention, the implementation will be further described in detail in conjunction with the accompanying drawings.
[0016] In the character feature extraction stage, the kernel function needs to be selected first. Generally speaking, there are three commonly used kernel functions to choose from:
[0017] Gaussian kernel k(x,y)=exp(-‖x-y‖ 2 / l), where l is a variable parameter.
[0018] Polynomial function k(x,y)=(x y+1) p .
[0019] Sigmoid function k(x, y)=tan g(k(x y)-δ) p .
[0020] Kernel discriminant analysis seeks transformations that make the intra-class scatter of samples in the latent feature space F as small as possible and the between-class scatter as large as possible.
[0021] Suppose the number of categories is L, and the number of samples of the i-th category is l i , then there is Σ i = 1 L ...
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