Strongly tilting truncated path algebras
A Dugas - manuscripta mathematica, 2011 - Springer
For any truncated path algebra Λ, we give a structural description of the modules in the
categories P^< ∞ (Λ-\rm mod) and P^< ∞ (Λ-\rm mod), consisting of the finitely generated …
categories P^< ∞ (Λ-\rm mod) and P^< ∞ (Λ-\rm mod), consisting of the finitely generated …
Strongly tilting truncated path algebras.
A Dugas… - Manuscripta Mathematica, 2011 - search.ebscohost.com
For any truncated path algebra Λ, we give a structural description of the modules in the
categories $${\mathcal {P}^{<\infty}(\Lambda\text {-}{\rm mod})} $$ and $${\mathcal …
categories $${\mathcal {P}^{<\infty}(\Lambda\text {-}{\rm mod})} $$ and $${\mathcal …
[引用][C] Strongly tilting truncated path algebras
A Dugas, B Huisgen-Zimmermann - Manuscripta mathematica, 2011 - dialnet.unirioja.es
Strongly tilting truncated path algebras
A Dugas, B Huisgen-Zimmermann - Manuscripta Mathematica, 2011 - escholarship.org
For any truncated path algebra Λ, we give a structural description of the modules in the
categories $${\mathcal {P}^{<\infty}(\Lambda\text {-}{\rm mod})} $$ and $${\mathcal …
categories $${\mathcal {P}^{<\infty}(\Lambda\text {-}{\rm mod})} $$ and $${\mathcal …
[PDF][PDF] STRONGLY TILTING TRUNCATED PATH ALGEBRAS
A Dugas, B Huisgen-Zimmermann - arXiv preprint arXiv:1407.2690, 2014 - Citeseer
For any truncated path algebra Λ, we give a structural description of the modules in the
categories P<∞(Λ-mod) and P<∞(Λ-Mod), consisting of the finitely generated (resp …
categories P<∞(Λ-mod) and P<∞(Λ-Mod), consisting of the finitely generated (resp …
[PDF][PDF] STRONGLY TILTING TRUNCATED PATH ALGEBRAS
A Dugas, B Huisgen-Zimmermann - math.ucsb.edu
For any truncated path algebra Λ, we give a structural description of the modules in the
categories P<∞(Λ-mod) and P<∞(Λ-Mod), consisting of the finitely generated (resp …
categories P<∞(Λ-mod) and P<∞(Λ-Mod), consisting of the finitely generated (resp …
Strongly tilting truncated path algebras
A Dugas, B Huisgen-Zimmermann - arXiv e-prints, 2014 - ui.adsabs.harvard.edu
For any truncated path algebra $\Lambda $, we give a structural description of the modules
in the categories ${\cal P}^{<\infty}(\Lambda\text {-mod}) $ and ${\cal P}^{<\infty}(\Lambda …
in the categories ${\cal P}^{<\infty}(\Lambda\text {-mod}) $ and ${\cal P}^{<\infty}(\Lambda …
Strongly tilting truncated path algebras
A Dugas, B Huisgen-Zimmermann - manuscripta mathematica, 2011 - infona.pl
For any truncated path algebra Λ, we give a structural description of the modules in the
categories $${\mathcal {P}^{<\infty}(\Lambda\text {-}{\rm mod})} $$ and $${\mathcal …
categories $${\mathcal {P}^{<\infty}(\Lambda\text {-}{\rm mod})} $$ and $${\mathcal …
Strongly tilting truncated path algebras
A Dugas, B Huisgen-Zimmermann - arXiv preprint arXiv:1407.2690, 2014 - arxiv.org
For any truncated path algebra $\Lambda $, we give a structural description of the modules
in the categories ${\cal P}^{<\infty}(\Lambda\text {-mod}) $ and ${\cal P}^{<\infty}(\Lambda …
in the categories ${\cal P}^{<\infty}(\Lambda\text {-mod}) $ and ${\cal P}^{<\infty}(\Lambda …