Title of article
The fuzzy subgroups for the nilpotent ( p-group) of (d23 × c2m) for m ≥ 3
Author/Authors
Adebisi ، Sunday Adesina Department of Mathematics - Faculty of Science - University of Lagos , Ogiugo ، Mike Department of Mathematics - Faculty of Science - University of Lagos , Enioluwafe ، Michael Department of Mathematics - Faculty of Science - University of Ibadan
From page
212
To page
218
Abstract
A group is nilpotent if it has a normal series of a finite length n. By this notion, every finite p-group is nilpotent. The nilpotence property is an hereditary one. Thus, every finite p-group possesses certain remarkable characteristics. In this paper, the explicit formulae is given for the number of distinct fuzzy subgroups of the Cartesian product of the dihedral group of order 2^3 with a cyclic group of order of an m power of two for, which m ≥ 3.
Keywords
finite p , groups , nilpotent group , Fuzzy subgroups , Dihedral group , Inclusion , Exclusion Principle , maximal subgroups
Journal title
Journal of Fuzzy Extension and Applications
Journal title
Journal of Fuzzy Extension and Applications
Record number
2723339
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