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- Title
Counting Fuzzy Normal Subgroups of Non-Abelian Finite Groups.
- Authors
DAVVAZ, B.; KAMALI ARDEKANI, L.
- Abstract
One of the problems in fuzzy group theory is concerned with classifying the fuzzy subgroups and fuzzy normal subgroups of the finite groups. In early papers we calculated the number of distinct fuzzy subgroups of dicyclic groups, non-abelian groups of order p3 and 24. Now, in this paper, we use the natural equivalence relation introduced by Tǎrnǎuceanu and we determine the number of distinct fuzzy normal subgroups of dicyclic groups, non-abelian groups of order p3 and 24.
- Subjects
FUZZY algorithms; ABELIAN equations; ABELIAN semigroups; MATHEMATICAL equivalence; NUMERICAL analysis
- Publication
Journal of Multiple-Valued Logic & Soft Computing, 2017, Vol 28, Issue 6, p571
- ISSN
1542-3980
- Publication type
Article