正準相関分析および判別分析の非線形の定式化による解釈について
1987 年 14 巻 2 号 p. 1-9
詳細
1987 年 14 巻 2 号 p. 1-9
Nonlinear formulations of canonical correlation analysis and discriminant analysis are given, and it is shown that both reduce to the same eigen problem. Both problems can be regarded as a method to represent the probabilistic structure of data into a topological space(L-dimensional Euclindean space).Further, the usual linear cases are interpreted as linear approxi-mations of the nonlinear cases.
