Add to ORKGThe aim is to study the purely-injective ring moduli ring and purities in the ring moduli category by the theoretical-model methods. The total system of the invariants for non-decomposable purely-injective modulus above free catenary ring has been given. The free purely-injective right moduli above semi-catenary Neter ring right have been classified. The accurate criterion of existing the super-composable purely-injective modulus above commutative norming ring has been specified. The general method for investigation of the purities generated projectively by a class of the finite-represented moduli and rings determined by such purities has been developed. The Artins from one side of the RD-ring as a Kote ring have been characterized, and it ...
We study the structure of rings over which every right module is an essential extension of a semisim...
I introduce a class of totally transcendental (tt) theories called basic and prove a structure theor...
Abstract. In this talk, I will recall the construction of moduli schemes which parametrize various k...
The investigation has been held in terms of rings of modulus endmorphisms. Classical results of Eukh...
This book provides an introduction to the basics and recent developments of commutative algebra. A g...
The solved theories of the ring varieties are investigated. The existence of the finite-based variet...
K-theory of equivariant modulus categories is considered in the paper aiming at the equivariant anal...
Rosenberg and Zelinsky [10] studied rings over which every module of finite length has an injective ...
We prove that if the direct sum of a family of semimodules over a semiring S is an injective semimod...
Let R be a ring. An R-module X is called c-injective if, for every closed submodule L of every R-mod...
A new section is added to the version published in Communications in Algebra where a complete proof ...
In this dissertation we deal with constructive methods applied to the commutative semirings and comm...
AbstractLet R be a ring. An R-module X is called c-injective if, for every closed submodule L of eve...
Artine and finitely generated moduluses over grouping rings and groups with some finiteness conditio...
We investigate the semirings over which all simple semimodules are injective. In ring and module the...
We study the structure of rings over which every right module is an essential extension of a semisim...
I introduce a class of totally transcendental (tt) theories called basic and prove a structure theor...
Abstract. In this talk, I will recall the construction of moduli schemes which parametrize various k...
The investigation has been held in terms of rings of modulus endmorphisms. Classical results of Eukh...
This book provides an introduction to the basics and recent developments of commutative algebra. A g...
The solved theories of the ring varieties are investigated. The existence of the finite-based variet...
K-theory of equivariant modulus categories is considered in the paper aiming at the equivariant anal...
Rosenberg and Zelinsky [10] studied rings over which every module of finite length has an injective ...
We prove that if the direct sum of a family of semimodules over a semiring S is an injective semimod...
Let R be a ring. An R-module X is called c-injective if, for every closed submodule L of every R-mod...
A new section is added to the version published in Communications in Algebra where a complete proof ...
In this dissertation we deal with constructive methods applied to the commutative semirings and comm...
AbstractLet R be a ring. An R-module X is called c-injective if, for every closed submodule L of eve...
Artine and finitely generated moduluses over grouping rings and groups with some finiteness conditio...
We investigate the semirings over which all simple semimodules are injective. In ring and module the...
We study the structure of rings over which every right module is an essential extension of a semisim...
I introduce a class of totally transcendental (tt) theories called basic and prove a structure theor...
Abstract. In this talk, I will recall the construction of moduli schemes which parametrize various k...