Brauer Algebras of multiply laced Weyl type
Shoumin Liu

TL;DR
This paper defines Brauer algebras for Weyl types, focusing on non-simply laced types like G2, and establishes foundational propositions for these algebras.
Contribution
It introduces the concept of Brauer algebras for Weyl types and proves key results for type G2, advancing the understanding of non-simply laced cases.
Findings
Defined Brauer algebras of Weyl types
Proved propositions for these algebras
Established results for type G2
Abstract
In this paper, we will define the Brauer algebras of Weyl types, and describe some propositions of these algebras. Especially, we prove the result of type to accomplish our project of Brauer algebras of non-simply laced types.
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Taxonomy
TopicsAlgebraic structures and combinatorial models · Advanced Combinatorial Mathematics · Advanced Algebra and Geometry
