作者: Tao Xiong , Jieping Ye , V. Cherkassky
关键词:
摘要: Several kernel algorithms have recently been proposed for nonlinear discriminant analysis. However, these methods mainly address the singularity problem in high dimensional feature space. Less attention has focused on properties of resulting vectors and reduced In this paper, we present a new formulation The includes, as special cases, uncorrelated analysis (KUDA) orthogonal (KODA). KUDA are uncorrelated, while KODA to each other We theoretical derivations algorithms. experimental results show that both very competitive comparison with terms classification accuracy.