2012Thai Journal of MathematicsOpen access

Idempotent and Regular Elements in HypG(3)

Sivaree Sudsanit, Sorasak Leeratanavalee

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Abstract

The concepts of an idempotent element and a regular element are important role in semigroup theory. In this paper we characterize idempotent and regular elememts of the set of all generalized hypersubstitutions of type = (3).

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The concepts of an idempotent element and a regular element are important role in semigroup theory. In this paper we characterize idempotent and regular elememts of the set of all generalized hypersubstitutions of type = (3).

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Available abstract

The concepts of an idempotent element and a regular element are important role in semigroup theory. In this paper we characterize idempotent and regular elememts of the set of all generalized hypersubstitutions of type = (3).

Key concepts: Mathematics, Idempotence, Element (criminal law), Semigroup, Idempotent matrix, Pure mathematics, Set (abstract data type), Type (biology)

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