Theory of Discriminant Analysis of the Increasing Number of Independent Variables

Abstract

We consider a sequence P = {P_n} of the discrimination analysis problems

$$ {(p,k,l,f(x,\theta ),{\theta _1},{\theta _2},{\hat \theta _1},{\hat \theta _2},w(x),{\alpha _{1,}}{\alpha _2})_n},n = 1,2...., $$

((1))

where the arguments are as follows (we do not write out the subscripts n for arguments of (1)).