On a Conjecture of Zassenhaus on Torsion Units in Integral Group Rings.
On algebraically compact semigroup rings.
On certain ideals of the group ring
On classification of semigroup rings.
On commutative twisted group rings
Let be an abelian group, a commutative ring of prime characteristic with identity and a commutative twisted group ring of over . Suppose is a fixed prime, and are the -components of and of the unit group of , respectively. Let be the multiplicative group of and let be the -th Ulm-Kaplansky invariant of where is any ordinal. In the paper the invariants , , are calculated, provided . Further, a commutative ring with identity of prime characteristic is said...
On existing of filtered multiplicative bases in group algebras.
On Galois projective group rings.
On group nil rings
On group rings of ordered groups
On group rings with restricted minimum condition.
On groups rings which are not Ore domains.
On isomorphic commutative group algebras of Abelian groups with -projective quotients.
On semigroup rings.
On separable extensions of group rings and quaternion rings.
On symplectic groups over polynomial rings.
On The Brown-McCoy Radical Of Group Rings
On the Brown-McCoy radical of group rings.
On the closed left ideals of the group algebra
On the decomposition map of Grothendieck groups.
On the derived length of units in group algebra
Let be a finite group , a field of characteristic and let be the group of units in . We show that if the derived length of does not exceed , then must be abelian.