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Anti Fuzzy p -Ideals Of TM-Algebras And Its Lower Level Cuts

Author(s):

Kaviyarasu.M , Sri Vidya Mandir Arts & Science College

Keywords:

TM-Algebra, Anti Fuzzy Sub Algebra, Fuzzy P- Ideal, Anti Fuzzy P-Ideal, Anti Homomorphism, Cartesian product, Lower Level Cuts

Abstract

In this paper, we introduce the concept of Anti fuzzy p-ideals of TM-algebras, lower level cuts of a fuzzy set, lower level p-ideal and prove some results. We show that a fuzzy subset of a TM-algebra is a p-ideal if and only if the complement of this fuzzy subset is an anti-fuzzy p-ideal. Also we discussed few results of p-ideal of TM-algebra under homomorphism as well as anti-homomorphism. Cartesian product of Anti fuzzy p-ideal also discussed.

Other Details

Paper ID: IJSRDV3I2323
Published in: Volume : 3, Issue : 2
Publication Date: 01/05/2015
Page(s): 390-393

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