%0 Journal Article %T On refined neutrosophic finite p-group %J Journal of Fuzzy Extension and Applications %I Research Expansion Alliance (REA) on behalf of Ayandegan Institute of Higher Education %Z 2783-1442 %A Adebisi, Sunday Adesina %A Smarandache, Florentin %D 2023 %\ 06/01/2023 %V 4 %N 2 %P 136-140 %! On refined neutrosophic finite p-group %K Neutrosophic automorphism %K commutator subgroup %K neutrosophic subgroup %K minimal condition %K Mapping composition %K nilpotency %R 10.22105/jfea.2022.368215.1236 %X 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. %U https://www.journal-fea.com/article_163041_f71f9059b40e5e3997484bc1ab7fa0ea.pdf