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- W965484262 abstract "A computational algorithm is developed for finding the stationary values of the function x'Cx/(x'Ax) ½ (x'Bx) ½ where A and B are positive definite and C is a symmetric matrix. The square of the function under consideration is the product of two Raleigh coefficients x'Cx/x'Ax and x'Cx/xBx. The general problems occur in multivariate analysis in the computation of homologous canonical variates in studying relationships between two sets of homologous measurements. The special case with C=I occurs in designing control systems with minimum norm feedback matrices." @default.
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- W965484262 date "1987-01-01" @default.
- W965484262 modified "2023-09-26" @default.
- W965484262 title "Stationary values of the product of two Raleigh coefficients: homologous canonical variates" @default.
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