Eduardo N Marcos - Academia.edu (original) (raw)
I am a mathematician, who works in Representations of finite dimensional algebras and related topics.I am also a gran dad with 3 grand kids and a dad with 4 children.
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Papers by Eduardo N Marcos
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arXiv (Cornell University), Dec 13, 2018
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arXiv (Cornell University), Sep 9, 2012
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Journal of Algebra, 2021
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arXiv (Cornell University), Aug 3, 2017
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Glasgow Mathematical Journal, Feb 1, 2003
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Journal of Pure and Applied Algebra, May 1, 2023
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arXiv (Cornell University), Sep 19, 2020
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Transactions of the American Mathematical Society, Jul 1, 1992
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Pacific Journal of Mathematics, Aug 1, 2022
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Communications in Algebra, Nov 1, 2021
Abstract Let be the incidence algebra of a poset . We study some aspects of incidence algebras th... more Abstract Let be the incidence algebra of a poset . We study some aspects of incidence algebras that are piecewise hereditary, which we denominate PHI algebras. We describe the quiver with relations of the PHI algebras of Dynkin type. Also we introduce a new family of PHI algebras of extended Dynkin type, which we call ANS family, in reference to Assem, Nehring, and Skowroński. In this description, the important method was the one of cutting sets on trivial extensions. We implemented this method in the computer algebra system GAP/QPA to shows exactly the quivers with relations resulted.
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arXiv (Cornell University), Feb 15, 2017
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arXiv (Cornell University), Dec 10, 2003
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arXiv (Cornell University), Nov 17, 2015
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arXiv (Cornell University), Jul 19, 2011
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arXiv (Cornell University), Mar 13, 2017
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Communications in Algebra, Jun 1, 2016
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Journal of Algebra, Jul 1, 2017
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arXiv (Cornell University), Dec 13, 2018
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arXiv (Cornell University), Sep 9, 2012
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Journal of Algebra, 2021
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arXiv (Cornell University), Aug 3, 2017
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Bookmarks Related papers MentionsView impact
Glasgow Mathematical Journal, Feb 1, 2003
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Journal of Pure and Applied Algebra, May 1, 2023
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arXiv (Cornell University), Sep 19, 2020
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Transactions of the American Mathematical Society, Jul 1, 1992
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Pacific Journal of Mathematics, Aug 1, 2022
Bookmarks Related papers MentionsView impact
Communications in Algebra, Nov 1, 2021
Abstract Let be the incidence algebra of a poset . We study some aspects of incidence algebras th... more Abstract Let be the incidence algebra of a poset . We study some aspects of incidence algebras that are piecewise hereditary, which we denominate PHI algebras. We describe the quiver with relations of the PHI algebras of Dynkin type. Also we introduce a new family of PHI algebras of extended Dynkin type, which we call ANS family, in reference to Assem, Nehring, and Skowroński. In this description, the important method was the one of cutting sets on trivial extensions. We implemented this method in the computer algebra system GAP/QPA to shows exactly the quivers with relations resulted.
Bookmarks Related papers MentionsView impact
arXiv (Cornell University), Feb 15, 2017
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arXiv (Cornell University), Dec 10, 2003
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arXiv (Cornell University), Nov 17, 2015
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arXiv (Cornell University), Jul 19, 2011
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arXiv (Cornell University), Mar 13, 2017
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Communications in Algebra, Jun 1, 2016
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Journal of Algebra, Jul 1, 2017
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