Linear discriminants and Principal Component Analysis
Seldom is a single linear discriminant adequate for a real problem. Sometimes, we can use multiple linear discriminants where a single one would fail. The most popular way of doing this is Principal Component Analysis.
For a tutorial on those matters see
For something provably far superior to Principal Component Analysis see
”Independent
task Fourier filters,” Opt. Engr. 40, 2414-2418 (2001), H. John
Caulfield