Ideal-simple semirings. I.
Ideal-simple semirings. II.
Ideal-simple semirings. III.
Idempotent Boolean matrices.
Idempotents in complex group rings: Theorems of Zalesskij and Bass revisited.
Idempotents in Group Rings.
Identities of orthodox semigroup rings.
Identities of semigroup rings over semilattices of completely (O-)simple semigroups.
Indecomposable Modules with Cyclic Vertex.
Indecomposable -lattices for a class of metabelian groups
Indecomposables Over Representation-Finite Algebras Are Extensions of an Indecomposable and a Simple.
Independence in Completions and Endomorphism Algebras.
Induced Modules and Affine Quotients.
Injective and projective properties of -modules
We study whether the projective and injective properties of left -modules can be implied to the special kind of left -modules, especially to the case of inverse polynomial modules and Laurent polynomial modules.
Inner actions and Galois -objects in a symmetric closed category
Integral schur algebras for GL2.
Invariant differential operators on the tangent space of some symmetric spaces
Let be a complex, semisimple Lie algebra, with an involutive automorphism and set , . We consider the differential operators, , on that are invariant under the action of the adjoint group of . Write for the differential of this action. Then we prove, for the class of symmetric pairs considered by Sekiguchi, that . An immediate consequence of this equality is the following result of Sekiguchi: Let be a real form of one of these symmetric pairs , and suppose that is a -invariant...
Inverse semigroup rings
Inversive Localization at Semiprime Goldie Ideals.
Involution Matrix Algebras – Identities and Growth
2000 Mathematics Subject Classification: 16R50, 16R10.The paper is a survey on involutions (anti-automorphisms of order two) of different kinds. Starting with the first systematic investigations on involutions of central simple algebras due to Albert the author emphasizes on their basic properties, the conditions on their existence and their correspondence with structural characteristics of the algebras. Focusing on matrix algebras a complete description of involutions of the first kind on Mn(F)...