2002•Journal of Mathematics and TechnologyRequires access

The General Solutions and Its Structure of Matrix Equation

Yongkang Wu

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Abstract

In this paper, the general solutions of homogeneous matrix equation are produced in basic solution matrix form, and a necessary and sufficient condition of nonhomogeneous matrix equation having general solutions in generalized inverse matrix form is presented.

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What this paper is about

In this paper, the general solutions of homogeneous matrix equation are produced in basic solution matrix form, and a necessary and sufficient condition of nonhomogeneous matrix equation having general solutions in generalized inverse matrix form is presented.

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Available abstract

In this paper, the general solutions of homogeneous matrix equation are produced in basic solution matrix form, and a necessary and sufficient condition of nonhomogeneous matrix equation having general solutions in generalized inverse matrix form is presented.

Key concepts: Mathematics, Matrix (chemical analysis), Matrix difference equation, Matrix differential equation, Mathematical analysis, Matrix function, Matrix splitting, Homogeneous

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