On Structure of Weyl Modules.
On structure space of -semigroups
In this paper we introduce the notion of the structure space of -semigroups formed by the class of uniformly strongly prime ideals. We also study separation axioms and compactness property in this structure space.
On subdirectly irreducible Steiner loops of cardinality .
On subfunctors of the identity
On subgroupoid lattices of some finite groupoid.
On Subgroups Generated by a Root Triple.
On subgroups of GL (n, A) which are generated by commutators. II.
On subgroups of GL2 over non-commutative local rings which are normalized by elementary matrices.
On Subgroups of GL(n, A) which Are Generated by Commutators.
On subgroups of GLn (Fp).
On subgroups of the general linear group over the skew field of quaternions which contain the symplectic group.
On subgroups of ZJ type of an F-injector for Fitting classes F between Ep*p and Ep*Sp.
Let G be a finite group and p a prime. We consider an F-injector K of G, being F a Fitting class between Ep*p y Ep*Sp, and we study the structure and normality in G of the subgroups ZJ(K) and ZJ*(K), provided that G verifies certain conditions, extending some results of G. Glauberman (A characteristic subgroup of a p-stable group, Canad. J. Math.20(1968), 555-564).
On subnormal series with factors of finite rank : the join problem
On subnormal subgroups of linear groups.
On suborbital graphs for the normalizer of .
On subsemigroup lattices of aperiodic groups.
On subsemigroups of transformation semigroups with two generators.
On subsequence sums of a zero-sum free sequence. II.
On summands of direct products of Abelian groups
On super hamiltonian semigroups
The concept of super hamiltonian semigroup is introduced. As a result, the structure theorems obtained by A. Cherubini and A. Varisco on quasi commutative semigroups and quasi hamiltonian semigroups respectively are extended to super hamiltonian semigroups.