Advances in Fuzzy Mathematics
  • Year: 2009
  • Volume: 4
  • Issue: 2

Charactarization of -Interval Valued Anti Fuzzy Left h-Ideals over Hemi Rings

  • Author:
  • A. SoIairaju1, R. Nagarajan2
  • Total Page Count: 8
  • Page Number: 129 to 136

1PG & Research Department of Mathematics, Jamal Mohamed college, Trichirappalli-20 (E-mail: solairama@yahoo.co.in)

2Department of Mathematics, JJ college of Engineering & Technology, Trichirappalli-09. (E-mail: nagalogesh@yahoo.co.in)

Abstract

In this paper, we introduce the concept of max i_ interval valued anti fuzzy left h-ideals in a hemi rings and extension principle of interval valued fuzzy set. We investigate some of their properties and structural characteristics, some theorems for homomorphic image and its inverse image on max i-interval valued anti fuzzy left h-ideals of a hemi rings. Relationship between anti fuzzy left h-ideals in a hemi ring and fuzzy left h-ideals is also given. Using lower level set, we give a characterization of interval value anti fuzzy left h ideals.

Keywords

(i-v) fuzzy set, interval max norm, idempotent interval norm, max i-fuzzy ideal, homomorphism