A generalization of cartesian product of fuzzy subgroups and ideals. | [Pakistan Journal of Applied Sciences • 2003]

Author(s):

1. B. A. Ersoy: Department of Mathematics, Faculty of Arts and Science, Yildiz Technical University Davutpasa-Istanbul, Turkey

Abstract:

In this paper Malik and Mordeson’s paper (1991) has been generalized analyzing the Cartesian product of fuzzy subgroups (ideals) of different groups (different ideals). That is; if m and s are fuzzy subgroups (ideals) of G1 and G2 (R1 and R2) respectively then mxs is a fuzzy subgroup (ideal) of G1 x G2 ( ). Conversely the opposite direction of the above statements is studied. The above statements for different Groups (Rings) have been generalized.

Page(s): 100-102

DOI: DOI not available

Published: Journal: Pakistan Journal of Applied Sciences, Volume: 3, Issue: 2, Year: 2003

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