Maximal green sequences for string algebras

Garver Alexander; Serhiyenko Khrystyna

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Maximal green sequences for string algebras

机译：字符串代数的最大绿色序列

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Maximal green sequences are important objects in representation theory, cluster algebras, and string theory. The two fundamental questions about maximal green sequences are whether a given algebra admits such sequences and, if so, does it admit only finitely many. We study maximal green sequences in the case of string algebras and give sufficient conditions on the algebra that ensure an affirmative answer to these questions.

机译：最大绿色序列对象很重要表象理论、集群的代数和弦理论。是否一个给定的最大绿色序列代数承认这样的序列,如果是这样,它只承认有限很多。序列字符串的代数和在代数,确保充分条件一个肯定的回答这些问题。

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来源
《Journal of combinatorial algebra》 |2022年第2期|45-78|共34页
作者
Garver Alexander; Serhiyenko Khrystyna;
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作者单位

Carleton Coll;

Univ Kentucky;

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正文语种英语
中图分类数学;
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Maximal green sequences for string algebras

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