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Communications in Algebra Volume 43, 2015 - Issue 6
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Original Articles

A Geometric Realization of the m-cluster Category of Affine Type A

Hermund André Torkildsen Sør-Trøndelag University College, Faculty of Teacher and Interpreter Education, Mathematics, Trondheim, NorwayCorrespondence[email protected]
Pages 2541-2567 | Received 19 Feb 2013, Published online: 17 Apr 2015

Citations (6)

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Viviana Gubitosi. (2018) m-cluster tilted algebras of type . Communications in Algebra 46:8, pages 3563-3590.
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Articles from other publishers (5)

Ralf Schiffler & Khrystyna Serhiyenko. (2024) A Geometric Model for Syzygies Over 2-Calabi–Yau Tilted Algebras II. International Mathematics Research Notices 2024:3, pages 1968-2016.
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Ana Garcia Elsener. (2020) Monomial Gorenstein algebras and the stably Calabi–Yau property. Algebras and Representation Theory 24:4, pages 1083-1099.
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Karin Baur & Raquel Coelho Simões. (2021) A Geometric Model for the Module Category of a Gentle Algebra. International Mathematics Research Notices 2021:15, pages 11357-11392.
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Karin Baur & Hermund André Torkildsen. (2019) A Geometric Interpretation of Categories of Type $\tilde {A}$ and of Morphisms in the Infinite Radical. Algebras and Representation Theory 23:3, pages 657-692.
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Elsa Fernández, Ana Garcia Elsener & Sonia Trepode. (2019) m-cluster tilted algebras of Euclidean type. Journal of Algebra 519, pages 378-397.
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