Hyperspectral characteristic variable selection method
A characteristic variable and hyperspectral technology, applied in the field of image processing, can solve problems such as large running time, large amount of calculation, and long running time, achieving high accuracy and reducing complexity
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[0025] The present invention will be further described below in conjunction with the accompanying drawings and specific embodiments.
[0026] For the convenience of expression, the following definitions are now made: Consider M pairs of training sets S={i ,Y i >},i∈[1,M];X i (∈R N ): i-th sample eigenvector (that is, the reflectivity vector on each band (dimension), composed of reflectivity vector); R: real number set; R N : Nth power set of the real number set R; N: feature dimension; Y i :X i The class label of , for the second class problem, Y i ∈{-1,1}, for class k problems (k>2), suppose Y i ∈[1,k]. The purpose of using support vector machine classification:
[0027] Find a hyperplane (decision plane) that maximizes the distance between it and the nearest sample of the two classes. The decision plane is defined as f(X)=ω T X+b, where ω=[ω 1 , ω 2 ,...,ω i ,...,ω N ] T is the correlation coefficient vector, where ω i is the coefficient corresponding to the i...
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