• REPRESENTATION OF FUZZY BOOLEAN ALGEBRA  BY THE INTERNAL PRODUCT OF TWO FUZZY BOOLEAN ALGEBRAS

Sisir Kumar Rajbongshi*; Dwiraj Talukdar

Open Journal Systems

User

Font Size

Notifications

Information

Editor-in-chief:
Dr. S. K. Tiwari

Editorial Board:
Dr. D. K. Kachhara
Dr. Hüseyin Bor
Dr. K.V.L.N.Acharyulu
Dr. V. R. Kulli
Dr. V. Ananthaswamy
Dr. S.P.Goyal
Dr. Sanjib Kumar Datta
Dr. M. Vijaya Kumar
Dr. Umraw Singh Negi
Dr. M. Jeevan
Dr. D. Datta
Dr. S. Balasubramanian
Dr. Mircea I. Cîrnu
Dr. Zeyad Al-Zhour
Prof. I-Shih Liu
Prof. Wen-Xiu Ma

• REPRESENTATION OF FUZZY BOOLEAN ALGEBRA BY THE INTERNAL PRODUCT OF TWO FUZZY BOOLEAN ALGEBRAS

Sisir Kumar Rajbongshi*, Dwiraj Talukdar

Abstract

The aim of this article is to continue the study the properties of the fuzzy Boolean algebras formed by the fuzzy subsets of a finite set. The properties of the product of two fuzzy Boolean algebras are discussed. Further, this article establishes that a fuzzy Boolean algebra can be represented by the internal product of two fuzzy Boolean algebras.

Keywords

fuzzy subset, universal fuzzy subset, fuzzy power set of a fuzzy subset, fuzzy Boolean algebra, internal product, isomorphism.

Full Text:

pdf

This work is licensed under a Creative Commons Attribution-NonCommercial-ShareAlike 4.0 International License.

Username
Password
Remember me