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SPECTRAL METHOD FOR SPARSE LINEAR DISCRIMINANT ANALYSIS

机译:稀疏线性判别分析的谱方法

摘要

PPROBLEM TO BE SOLVED: To provide a computer implemented method which maximizes candidate solutions to a cardinality-constrained combinatorial optimization problem of sparse linear discriminant analysis. PSOLUTION: A candidate sparse solution vector x with k non-zero elements is input, along with a pair of covariance matrices A, B measuring between-class and within-class covariance of binary input data to be classified and a sparsity parameter k denoting a desired cardinality of a final solution vector. A variational renormalization of the candidate solution vector x is performed with regards to the pair of covariance matrices A, B and the sparsity parameter k to obtain a variance maximized discriminant eigenvector (x) with cardinality k that is locally optimal for the sparsity parameter k and zero-pattern of the candidate sparse solution vector x and is the final solution vector for the sparse linear discriminant analysis optimization problem. PCOPYRIGHT: (C)2008,JPO&INPIT
机译:

要解决的问题:提供一种计算机实现的方法,该方法可使稀疏线性判别分析的基数受限组合优化问题的候选解决方案最大化。

解决方案:输入具有k个非零元素的候选稀疏解矢量x,以及一对协方差矩阵A,B,该协方差矩阵A,B测量要分类的二进制输入数据的类间和类内协方差以及稀疏性参数k表示最终解向量的期望基数。对协方差矩阵A,B和稀疏度参数对k执行候选解向量x的变分归一化,以获得基数为k的方差最大化判别特征向量(x),该基数对于稀疏度参数k和k局部最优零稀疏解向量x的零模式,是稀疏线性判别分析优化问题的最终解向量。

版权:(C)2008,日本特许厅&INPIT

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