Peyman Niroomand
Professor
Characterizing finite p-groups by their Schur multipliers, t(G)=5 - Mathematical Reports
Abstract
Let G be a finite p-group of order pn. It is known that $|\mathcal{M}(G)|=p^{\f{1}{2}n(n-1)-t(G)}$ and t(G)≥0. The structure of G characterized when t(G)≤4 in \cite{be,el,ni,sa,zh}. The structure description of G is determined in this paper for t(G)=5.