[HTML][HTML] Precovers and orthogonality in the stable module category

I Emmanouil - Journal of Algebra, 2017 - Elsevier
We show that any module admits a presentation as the quotient of a Gorenstein projective
module by a submodule which is itself right orthogonal, with respect to the standard Ext 1 …

Precovers and orthogonality in the stable module category

I Emmanouil - Journal of Algebra, 2017 - infona.pl
We show that any module admits a presentation as the quotient of a Gorenstein projective
module by a submodule which is itself right orthogonal, with respect to the standard Ext1 …

[PDF][PDF] Precovers and Orthogonality in the stable module category

I Emmanouil - 2016 - repository-edulll.ekt.gr
We show that any module admits a presentation as the quotient of a Gorenstein projective
module by a submodule which is itself right orthogonal, with respect to the standard Ext1 …

[PDF][PDF] Precovers and Orthogonality in the stable module category

I Emmanouil - 2016 - repository.edulll.gr
We show that any module admits a presentation as the quotient of a Gorenstein projective
module by a submodule which is itself right orthogonal, with respect to the standard Ext1 …

[PDF][PDF] PRECOVERS AND ORTHOGONALITY IN THE STABLE MODULE CATEGORY

I EMMANOUIL - core.ac.uk
We show that any module admits a presentation as the quotient of a Gorenstein projective
module by a submodule which is itself right orthogonal, with respect to the standard Ext1 …

[PDF][PDF] PRECOVERS AND ORTHOGONALITY IN THE STABLE MODULE CATEGORY

I EMMANOUIL - repository-edulll.ekt.gr
We show that any module admits a presentation as the quotient of a Gorenstein projective
module by a submodule which is itself right orthogonal, with respect to the standard Ext1 …

[PDF][PDF] PRECOVERS AND ORTHOGONALITY IN THE STABLE MODULE CATEGORY

I EMMANOUIL - repository.edulll.gr
We show that any module admits a presentation as the quotient of a Gorenstein projective
module by a submodule which is itself right orthogonal, with respect to the standard Ext1 …