2007Shuxue de shijian yu renshiRequires access

Some Properties of a Class of Genrealizd Positive Matrices

Qingming Xie

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Abstract

As there have been existed a series of expansions of generalized positive matrices,this paper studies a class of generalized positive matrices and gives out some properties of these generalized positive matrices,and then derives some determinant inequealities for generalized positive matrices from the properties.

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What this paper is about

As there have been existed a series of expansions of generalized positive matrices,this paper studies a class of generalized positive matrices and gives out some properties of these generalized positive matrices,and then derives some determinant inequealities for generalized positive matrices from the properties.

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Available abstract

As there have been existed a series of expansions of generalized positive matrices,this paper studies a class of generalized positive matrices and gives out some properties of these generalized positive matrices,and then derives some determinant inequealities for generalized positive matrices from the properties.

Key concepts: Mathematics, Class (philosophy), Positive-definite matrix, Pure mathematics, Applied mathematics, Combinatorics, Eigenvalues and eigenvectors, Computer science

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