A Particular Type of Non-associative Algebras and Graph Theory

机译：一类特殊的非缔合代数和图论

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Evolution algebras have many connections with other mathematical fields, like group theory, stochastics processes, dynamical systems and other related ones. The main goal of this paper is to introduce a novel non-usual research on Discrete Mathematics regarding the use of graphs to solve some open problems related to the theory of graphicable algebras, which constitute a subset of those algebras. We show as many our advances in this field as other non solved problems to be tackled in future.

机译：进化代数与其他数学领域有很多联系，例如群论，随机过程，动力学系统和其他相关领域。本文的主要目的是介绍有关离散数学的新颖非常规研究，该研究涉及使用图来解决与可图形代数理论相关的一些开放性问题，这些问题构成了这些代数的子集。我们展示了在该领域的许多进步以及将来需要解决的其他未解决问题。

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来源
《Recent Researches in Applied and Computational Mathematics》|2011年|p.72-77|共6页
会议地点 Canary Islands(ES);Canary Islands(ES)
作者
JUAN NUNEZ; MARITHANIA SILVERO; M. TRINIDAD VILLAR;
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作者单位

University of Seville Department of Geometry and Topology Aptdo. 1160. 41080-Seville SPAIN;

University of Seville Department of Geometry and Topology Aptdo. 1160. 41080-Seville SPAIN;

University of Seville Department of Geometry and Topology Aptdo. 1160. 41080-Seville SPAIN;

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会议组织
原文格式 PDF
正文语种 eng
中图分类计算数学;应用数学;
关键词
non-associative algebras; graphicable algebras; evolution algebras; evolution operator; directed graphs; pseudo-graphs;

机译：非缔合代数可图形化的代数进化代数进化算子；有向图伪图;

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4. A Particular Type of Non-associative Algebras and Graph Theory [C] . JUAN NUNEZ, MARITHANIA SILVERO, M. TRINIDAD VILLAR International Conference on Applied and Computational Mathematics . 2011

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A Particular Type of Non-associative Algebras and Graph Theory

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