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on refined neutrosophic finite p-group
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نویسنده
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adebisi sunday adesina ,smarandache florentin
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منبع
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journal of fuzzy extension and applications - 2023 - دوره : 4 - شماره : 2 - صفحه:136 -140
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چکیده
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The neutrosophic automorphisms of a neutrosophic groups g (i) , denoted by aut(g (i)) is a neu-trosophic group under the usual mapping composition. it is a permutation of g (i) which is also a neutrosophic homomorphism. moreover, suppose that x1 = x(g (i)) is the neutrosophic group of inner neutrosophic auto-morphisms of a neutrosophic group g (i) and xn the neutrosophic group of inner neutrosophic automorphisms of xn-1. in this paper, we show that if any neutrosophic group of the sequence g (i), x1, x2, … is the identity, then g (i) is nilpotent.
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کلیدواژه
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neutrosophic automorphism ,commutator subgroup ,neutrosophic subgroup ,minimal condition ,mapping composition ,nilpotency
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آدرس
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university of lagos, faculty of science, department of mathematics, nigeria, university of new mexico, gallup campus, department of mathematics, usa
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پست الکترونیکی
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smarand@unm.edu
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Authors
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