Representation type of Borel-Schur algebras
Karin Erdmann, Ana Paula Santana, Ivan Yudin
TL;DR
This paper classifies Borel-Schur algebras of infinite representation type into tame and wild categories, expanding understanding of their representation theory.
Contribution
It provides a classification of infinite representation type Borel-Schur algebras as tame or wild, building on previous finite type results.
Findings
Identifies which infinite Borel-Schur algebras are tame.
Determines which are wild.
Extends the classification of Borel-Schur algebras beyond finite type.
Abstract
In our previous work arXiv:1306.1770, we found all Borel-Schur algebra of finite representation type. In the present article, we determine which Borel-Schur algebras of infinite representation type are tame, and which are wild.
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