Products of Fitting Classes.
Proiettività dei -gruppi di classe massimale
Projectivities in Finite Abelian p-Groups.
Properties of subgroups not containing their centralizers
In this paper, we give a generalization of Baer Theorem on the injective property of divisible abelian groups. As consequences of the obtained result we find a sufficient condition for a group to express as semi-direct product of a divisible subgroup and some subgroup . We also apply the main Theorem to the -groups with center of index , for some prime . For these groups we compute the number of conjugacy classes and the number of abelian maximal subgroups and the number of nonabelian...
Rank analogues of Hall's and Baer's theorems.
Rational Lie Algebras and p-Isomorphisms of Nilpotent Groups and Homotopy Types.
Rational Representations of Finite Groups and Their Euler Class.
Representations of automorphisms on differentials of function fields of characteristic p.
Representations of p-groups at characteristic p l
Residually finite groups with the same finite images
Schur multipliers of p-groups.
Semi-Extraspezielle p-Gruppen.
SK... for finite group rings: II.
SK1 of finite group rings: V.
Soluble products of connected subgroups.
Some Groups with Non-Trivial Multiplicators.
Some Lie rings associated with Burnside groups.
Some Properties of p -Groups and Commutative p -Groups
This article describes some properties of p-groups and some properties of commutative p-groups.
Some questions on quasinilpotent groups and related classes.
In this paper we will prove that if G is a finite group, X a subnormal subgroup of X F*(G) such that X F*(G) is quasinilpotent and Y is a quasinilpotent subgroup of NG(X), then Y F*(NG(X)) is quasinilpotent if and only if Y F*(G) is quasinilpotent. Also we will obtain that F*(G) controls its own fusion in G if and only if G = F*(G).
Some Remarks on a Certain Class of Finite p-Groups.