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2007•Journal of Wenshan Teachers' CollegeRequires access

Quasi Generalized Positive Definite Matrix

MI Yong-sheng

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Abstract

In this paper,the concept of the quasi generalized positive definite matrices is given,and some sufficient and necessary condition of the quasi generalized positive definite matrices and its other simple properties are represented.Furthermore,we obtain some inequalities for determinant of generalized positive matrices and the results of references are generalized and improved.

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What this paper is about

In this paper,the concept of the quasi generalized positive definite matrices is given,and some sufficient and necessary condition of the quasi generalized positive definite matrices and its other simple properties are represented.Furthermore,we obtain some inequalities for determinant of generalized positive matrices and the results of references are generalized and improved.

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Available abstract

In this paper,the concept of the quasi generalized positive definite matrices is given,and some sufficient and necessary condition of the quasi generalized positive definite matrices and its other simple properties are represented.Furthermore,we obtain some inequalities for determinant of generalized positive matrices and the results of references are generalized and improved.

Key concepts: Positive-definite matrix, Mathematics, Simple (philosophy), Matrix (chemical analysis), Definite quadratic form, Pure mathematics, Applied mathematics, Eigenvalues and eigenvectors

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