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2003•Journal of Nanjing Institute of TechnologyRequires access

THE MATRIX DISTINGUISHING WAY OF A TRANSITIVE BINARY-RELATION IN A FINITE SET

Guo Shu-lin

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Abstract

The way of properties of a binary- relation researched on the matrix is simple and efficient. The four previous properties of binary - relations have had matrix distinguishing ways on the researches into the reflexive , antireflexiv, symmetric, antisymmetric and transitive binary- relations. This pager sets up a new matrix distinguishing way of a transitive binary-relation in a finite set based on analysis of transitive binary-relation.

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What this paper is about

The way of properties of a binary- relation researched on the matrix is simple and efficient. The four previous properties of binary - relations have had matrix distinguishing ways on the researches into the reflexive , antireflexiv, symmetric, antisymmetric and transitive binary- relations. This pager sets up a new matrix distinguishing way of a transitive binary-relation in a finite set based on analysis of transitive binary-relation.

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Available abstract

The way of properties of a binary- relation researched on the matrix is simple and efficient. The four previous properties of binary - relations have had matrix distinguishing ways on the researches into the reflexive , antireflexiv, symmetric, antisymmetric and transitive binary- relations. This pager sets up a new matrix distinguishing way of a transitive binary-relation in a finite set based on analysis of transitive binary-relation.

Key concepts: Transitive relation, Binary relation, Logical matrix, Mathematics, Binary number, Simple (philosophy), Preorder, Matrix (chemical analysis)

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