2012Journal of Shaanxi University of Science & TechnologyRequires access

A research on idempotent matrix

Hui Zhang

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Abstract

This is a summary of research within the real number on idempotent matrix.Giver a definition of idempotent matrices,meanwhile the author lists and proves the nature of idempotent matrix.As for part of the features of idempotent matrix there is a study in-depth.When it comes to the conclusion of idempotent matrix there is a careful study from various angles with appropriate examples in the right places,which makes Abstract content become easier to understand.

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What this paper is about

This is a summary of research within the real number on idempotent matrix.Giver a definition of idempotent matrices,meanwhile the author lists and proves the nature of idempotent matrix.As for part of the features of idempotent matrix there is a study in-depth.When it comes to the conclusion of idempotent matrix there is a careful study from various angles with appropriate examples in the right places,which makes Abstract content become easier to understand.

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Available abstract

This is a summary of research within the real number on idempotent matrix.Giver a definition of idempotent matrices,meanwhile the author lists and proves the nature of idempotent matrix.As for part of the features of idempotent matrix there is a study in-depth.When it comes to the conclusion of idempotent matrix there is a careful study from various angles with appropriate examples in the right places,which makes Abstract content become easier to understand.

Key concepts: Idempotent matrix, Idempotence, Matrix (chemical analysis), Mathematics, Square root of a 2 by 2 matrix, Matrix ring, Algebra over a field, Pure mathematics

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