-covering systems of subgroups for classes of -supersoluble and -nilpotent finite groups.
-covering systems of subgroups for the class of supersoluble groups.
Generating the augmentation ideal
Generating wreath products and their augmentation ideals
Generation of finite groups by nilpotent subgroups
We study the generation of finite groups by nilpotent subgroups and in particular we investigate the structure of groups which cannot be generated by nilpotent subgroups and such that every proper quotient can be generated by nilpotent subgroups. We obtain some results about the structure of these groups and a lower bound for their orders.
Generic Fixed Point Free Action of Arbitrary Finite Groups.
Group representations and integrality.
Groups as the union of proper subgroups.
Groups in which -maximal subgroups are dualpronormal
Groups where each element is conjugate to its certain power
This paper deals with a rationality condition for groups. Let n be a fixed positive integer. Suppose every element g of the finite solvable group is conjugate to its nth power g n. Let p be a prime divisor of the order of the group. We conclude that the multiplicative order of n modulo p is small, or p is small.
Gruppi di operatori che fissano un sottogruppo di Sylow
Gruppi finiti i cui sottogruppi sono o subnormali o pronormali - II
Gruppi finiti i cui sottogruppi sono o subnormali o pronormali
Gruppi finiti risolubili in cui tutti i sottogruppi subnormali hanno difetto al più
Gruppi in cui la relazione di Dedekind è transitiva
Gruppi nel cui reticolo duale la relazione di Dedekind è transitiva