Groups, transversals, and loops
A family of loops is studied, which arises with its binary operation in a natural way from some transversals possessing a ``normality condition''.
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.
Groups with a (B, N)-Pair of Rank 2. I.
Groups with a (B, N)-Pair of Rank 2. II.
Groups with a Steinberg Character.
Groups with Automorphisms Inverting most Elements.
Groups with Normalizer Condition.
Groups with root-system of type .
Groups with soluble factor groups and projectivities
Groups with the same orders of Sylow normalizers as the Mathieu groups.
Groups with the same prime graph as an almost sporadic simple group.
Groups with Weakly Closed T I-subgroups.
Grouptheoretical investigations on computers
Growth in
Gruppen, in denen das Normalteilersein transitiv ist.
Gruppen mit geometrischen Abschnitten im Untergruppenverband.
Gruppi con pochi sottogruppi non quasinormali
Gruppi di operatori che fissano un sottogruppo di Sylow
Gruppi ed automorfismi
Gruppi fattorizzati da sottogruppi ciclici