2012Journal of Southwest China Normal UniversityRequires access

On Properties of the k-Row Orthogonal Matrix

Jing Li

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Abstract

The concepts of orthogonal matrix and symmetric matrices have been given,center symmetry of the k-row orthogonal matrix discussed before the following conclusions are drawn: k-row orthogonal matrix is a centrosymmetric matrix;k-row orthogonal matrix transposes matrix transpose rows and columns transposed matrix and its inverse matrix and the adjoint matrix are centrosymmetric matrix;orthogonal matrix of several k-rows is still the center symmetric matrix.

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The concepts of orthogonal matrix and symmetric matrices have been given,center symmetry of the k-row orthogonal matrix discussed before the following conclusions are drawn: k-row orthogonal matrix is a centrosymmetric matrix;k-row orthogonal matrix transposes matrix transpose rows and columns transposed matrix and its inverse matrix and the adjoint matrix are centrosymmetric matrix;orthogonal matrix of several k-rows is still the center symmetric matrix.

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Available abstract

The concepts of orthogonal matrix and symmetric matrices have been given,center symmetry of the k-row orthogonal matrix discussed before the following conclusions are drawn: k-row orthogonal matrix is a centrosymmetric matrix;k-row orthogonal matrix transposes matrix transpose rows and columns transposed matrix and its inverse matrix and the adjoint matrix are centrosymmetric matrix;orthogonal matrix of several k-rows is still the center symmetric matrix.

Key concepts: Hollow matrix, Centrosymmetric matrix, Single-entry matrix, Matrix (chemical analysis), Mathematics, Orthogonal matrix, Involutory matrix, Symmetric matrix

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