This is the second part of the book. Sections 48–57, 60, 61, 66, 67, 70, 71, 73–75, 77–87, 89–
92 and Appendix 19 are written by the second author, all other sections–by the first author …

The present review is based mainly on papers presented in Survey Journal of" Mathematics"
in 1983-1992 and may be considered as a continuation of the corresponding sections of the …

Sažetak The following main results are proved: 1) Classification of p-groups all of whose
subgroups of index p (square power) are abelian. 2) Classification of p-groups with 7 …

We classify finite 2-groups G possessing an involution which is contained in a unique
subgroup of order 4 in G. This answers a question of N. Blackburn about finite 2-groups. We …

This article is devoted to p-groups which in one or~ he other w~ _y are similar to metacyclic
groups. It isassumed that the reader is familiar with chapter 12 of [21 and also with the …

Sažetak We offer short proofs of such basic results of finite p-group theory as theorems of
Blackburn, Huppert, Ito-Ohara, Janko, Taussky. All proofs of those theorems are based on …

One of the directions in the development of group theory is the analysis of groups with a
specific system of complemented subgroups. A not inconsiderable number of papers is …

Chinese Annals of Mathematics, Series B Finite p-Groups all of Whose Maximal Subgroups
Either are Metacyclic or Have a Derived S Page 1 Chin. Ann. Math. 36B(1), 2015, 11–30 DOI …

VM Busarkin, AI Starostin, “Finite groups, all of whose proper subgroups possess a nilpotent
partition”, Izv. Akad. Nauk SSSR Ser. Mat., 29:1 (1965), 97–108 Izvestiya Akademii Nauk SSSR …

Sažetak We determine up to isomorphism all finite p-groups G which possess non-normal
subgroups and each non-normal subgroup is contained in exactly one maximal subgroup of …