1
Department of Mathematics, Faculty of Mathematical Sciences and Statistics, University of Birjand, Birjand, Iran
2
Center of Mathematics, Computer Science and Cognition}, {Federal University of ABC, Av. dos Estados, 5001 -- Bang'u ,Santo Andr'e,09210-580,} {S~ao Paulo,Brazil
10.22034/mmr.2026.131057.0
Abstract
Let $G$ be a finite $d$-generator $p$-group of class two such that $ G/G' $ is elementary abelian and $G'cong mathbb{Z}_poplus mathbb{Z}_p.$ The aim of the present work is to characterize the exact structure of some functors including the Schur multiplier, the non-abelian tensor square, and the non-abelian exterior square of $ G. $ We also give the corank of $G.$
Kaheni, A., & Johari, F. (2026). Certain functors for some $p$-groups of class two with derived subgroup of order $p^2$. (e11855). Mathematical Research, (), e11855 https://doi.org/10.22034/mmr.2026.131057.0
MLA
Kaheni, A., & Johari, F. "Certain functors for some $p$-groups of class two with derived subgroup of order $p^2$" .e11855 , Mathematical Research, , 2026, e11855. doi: 10.22034/mmr.2026.131057.0
HARVARD
Kaheni A., Johari F. (2026). 'Certain functors for some $p$-groups of class two with derived subgroup of order $p^2$', Mathematical Research, (), e11855. doi: 10.22034/mmr.2026.131057.0
CHICAGO
A. Kaheni & F. Johari, "Certain functors for some $p$-groups of class two with derived subgroup of order $p^2$," Mathematical Research, (2026): e11855, doi: 10.22034/mmr.2026.131057.0
VANCOUVER
Kaheni A., Johari F. Certain functors for some $p$-groups of class two with derived subgroup of order $p^2$. Mathematical Research. 2026;():e11855 (In Persian). doi: 10.22034/mmr.2026.131057.0
Mathematical Research
