DOIAbstract
AbstractWe prove lifting results for DG modules that are akin to Auslander, Ding, and Solbergʼs famous lifting results for modules
AbstractWe prove lifting results for DG modules that are akin to Auslander, Ding, and Solbergʼs famous lifting results for modules
summary:Let $U$ be a dg-$A$-module, $B$ the endomorphism dg-algebra of $U$. We know that if $U$ is a...
A module M is called a "lifting module" if, any submodule A of M contains a direct summand B of M su...
International Conference of Mathematical Sciences 2018, ICMS 2018 -- 31 July 2018 through 6 August 2...
We introduce the concepts of lifting modules and (quasi-)discrete modules relative to a given left m...
We introduce the concepts of lifting modules and (quasi-)discrete modules relative to a given left m...
We introduce the concepts of lifting modules and (quasi-)discrete modules relative to a given left m...
Provides a study of supplements and projectivity conditions needed to investigate classes of modules...
Abstract. Let T be a Noetherian ring and f a nonzerodivisor on T. We study concrete necessary and su...
AbstractLet T be a Noetherian ring and f a nonzerodivisor on T. We study concrete necessary and suff...
Abstract. — We study liftings or deformations of D-modules (D is the ring of dif-ferential operators...
The notion of naive lifting of DG modules was introduced by the authors in [16,17] for the purpose o...
The aim of this paper is to define the notion of lifting via a group morphism for a crossed module a...
Abstract:In this paper, we introduce c. lifting module as a generalization of lifting module, we pro...
Some results on the direct sum of two certain lifting modules are given in terms of left preradicals
The aim of this paper is to define the notion of lifting via a group morphism for a crossed module a...
summary:Let $U$ be a dg-$A$-module, $B$ the endomorphism dg-algebra of $U$. We know that if $U$ is a...
A module M is called a "lifting module" if, any submodule A of M contains a direct summand B of M su...
International Conference of Mathematical Sciences 2018, ICMS 2018 -- 31 July 2018 through 6 August 2...
We introduce the concepts of lifting modules and (quasi-)discrete modules relative to a given left m...
We introduce the concepts of lifting modules and (quasi-)discrete modules relative to a given left m...
We introduce the concepts of lifting modules and (quasi-)discrete modules relative to a given left m...
Provides a study of supplements and projectivity conditions needed to investigate classes of modules...
Abstract. Let T be a Noetherian ring and f a nonzerodivisor on T. We study concrete necessary and su...
AbstractLet T be a Noetherian ring and f a nonzerodivisor on T. We study concrete necessary and suff...
Abstract. — We study liftings or deformations of D-modules (D is the ring of dif-ferential operators...
The notion of naive lifting of DG modules was introduced by the authors in [16,17] for the purpose o...
The aim of this paper is to define the notion of lifting via a group morphism for a crossed module a...
Abstract:In this paper, we introduce c. lifting module as a generalization of lifting module, we pro...
Some results on the direct sum of two certain lifting modules are given in terms of left preradicals
The aim of this paper is to define the notion of lifting via a group morphism for a crossed module a...
summary:Let $U$ be a dg-$A$-module, $B$ the endomorphism dg-algebra of $U$. We know that if $U$ is a...
A module M is called a "lifting module" if, any submodule A of M contains a direct summand B of M su...
International Conference of Mathematical Sciences 2018, ICMS 2018 -- 31 July 2018 through 6 August 2...
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