AbstractFinite dimensional algebras whose representations are all reflexive are characterized as those over which the homomorphisms between any pair of indecomposable projective modules form a vector space of dimension at most one. This includes incidence algebras over finite preordered sets
For a standard graded Cohen-Macaulay ring R, if the quotient R/(x) admits nonfree totally reflexive ...
AbstractLet R be a commutative noetherian local ring that is not Gorenstein. It is known that the ca...
AbstractThe class of A-reflexive modules is investigated, where A is a bimodule over rings S and R. ...
AbstractThe algebras of the title are investigated. They are shown to include l-hereditary algebras,...
AbstractThe problem of determining when reflexivity is inherited by direct sums of reflexive modules...
AbstractAn algebra A of n × n matrices over a field K is reflexive if every element of Mn(K) that le...
Ringel CM. Simple reflexive modules over finite-dimensional algebras. Journal of Algebra and Its App...
We study some aspects of reflexive modules. For example, we search conditions for which reflexive mo...
Funtores reflexivos de módulos aparecen de forma natural en Geometría algebraica, principalmente en ...
AbstractA linear operator A is called reflexive if the only operators that leave invariant the invar...
summary:Let $S$ and $R$ be two associative rings, let $ _{S}C_{R}$ be a semidualizing $(S,R)$-bimodu...
Let S be an arbitrary associative ring and S W be a left S-module. Denote by R the ring End S W and ...
AbstractIn this paper we relate the completion introduced in [Bueso et al. (1994)] with the double d...
Let R be a left and right noetherian ring and M a finitely generated left R-module with Extr(M, R)=0...
For a bimodule RMDelta where R and Delta are rings with unity, alglat RMDelta is the ring of all Del...
For a standard graded Cohen-Macaulay ring R, if the quotient R/(x) admits nonfree totally reflexive ...
AbstractLet R be a commutative noetherian local ring that is not Gorenstein. It is known that the ca...
AbstractThe class of A-reflexive modules is investigated, where A is a bimodule over rings S and R. ...
AbstractThe algebras of the title are investigated. They are shown to include l-hereditary algebras,...
AbstractThe problem of determining when reflexivity is inherited by direct sums of reflexive modules...
AbstractAn algebra A of n × n matrices over a field K is reflexive if every element of Mn(K) that le...
Ringel CM. Simple reflexive modules over finite-dimensional algebras. Journal of Algebra and Its App...
We study some aspects of reflexive modules. For example, we search conditions for which reflexive mo...
Funtores reflexivos de módulos aparecen de forma natural en Geometría algebraica, principalmente en ...
AbstractA linear operator A is called reflexive if the only operators that leave invariant the invar...
summary:Let $S$ and $R$ be two associative rings, let $ _{S}C_{R}$ be a semidualizing $(S,R)$-bimodu...
Let S be an arbitrary associative ring and S W be a left S-module. Denote by R the ring End S W and ...
AbstractIn this paper we relate the completion introduced in [Bueso et al. (1994)] with the double d...
Let R be a left and right noetherian ring and M a finitely generated left R-module with Extr(M, R)=0...
For a bimodule RMDelta where R and Delta are rings with unity, alglat RMDelta is the ring of all Del...
For a standard graded Cohen-Macaulay ring R, if the quotient R/(x) admits nonfree totally reflexive ...
AbstractLet R be a commutative noetherian local ring that is not Gorenstein. It is known that the ca...
AbstractThe class of A-reflexive modules is investigated, where A is a bimodule over rings S and R. ...
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