Ria Anggraeni, Agus Widodo, Noor Hidayat
mapping which has real number interval [-1, 1] on the codomain is called a bipolar fuzzy set. Bipolar fuzzy can be applied in some algebraic structures, for example, K-algebra. An algebraic structure which is built from group G and ful-lling several axioms is called K-algebra. Not only bipolar fuzzy, but also bipolar anti fuzzy can be applied to K-algebra. In this paper, we investigated bipolar anti fuzzy ideals of K-algebras and discussed related properties. We characterize bipolar anti fuzzy ideal of K-algebras by means of positive anti ß-cut and negative anti a-cut. ICIC International © 2019.
Department of Mathematics, University of Brawijaya, Jl. Veteran, Lowokwaru, Malang, East Java, 65145, Indonesia
Research at a Glance
Register to unlock
Topics & SDG Alignment
Register to unlock
Collaboration
Register to unlock
Author Profile (Selected)
Register to unlock
References Overview
Register to unlock
Journal & Source
Register to unlock
Metadata & Integrity
Register to unlock