2008Journal of Chongqing University of Arts and SciencesRequires access

Idempotent Matrix and Idempotent Transformation

SU Wei-jun

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Abstract

Idempotent element is an important concept in algebra,it is also a tool for study of algebra structure.This paper illustrates the properties and actions in studying modern mathematics of idempotent element via the idempotent matrix in totally matrix ring and idempotent transformation in linear transformation ring.

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What this paper is about

Idempotent element is an important concept in algebra,it is also a tool for study of algebra structure.This paper illustrates the properties and actions in studying modern mathematics of idempotent element via the idempotent matrix in totally matrix ring and idempotent transformation in linear transformation ring.

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Available abstract

Idempotent element is an important concept in algebra,it is also a tool for study of algebra structure.This paper illustrates the properties and actions in studying modern mathematics of idempotent element via the idempotent matrix in totally matrix ring and idempotent transformation in linear transformation ring.

Key concepts: Idempotent matrix, Idempotence, Mathematics, Matrix ring, Transformation (genetics), Ring (chemistry), Element (criminal law), Matrix (chemical analysis)

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