TL;DR
This paper introduces a theoretical framework for KLR algebras with Dynkin diagram automorphisms, enabling the application of folding techniques to deepen understanding of these algebraic structures.
Contribution
It develops foundational theory for folding KLR algebras via Dynkin diagram automorphisms, a novel approach in this area.
Findings
Establishment of a formal theory for folded KLR algebras
Framework enabling folding techniques in algebraic studies
Potential applications in representation theory and categorification
Abstract
This paper develops the theory of KLR algebras with a Dynkin diagram automorphism. This is foundational material intended to allow folding techniques in the theory of KLR algebras.
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