What question did this study set out to answer?

This work aims to investigate the role of Weyl mutations in the dynamics of quiver gauge theories and their associated Yangian algebras.

Weyl mutations in Quiver Yangians

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This note examines Weyl mutations in quiver gauge theories, revealing insights into their moduli spaces and dualities.

This work aims to investigate the role of Weyl mutations in the dynamics of quiver gauge theories and their associated Yangian algebras.
Studied moduli spaces of quiver gauge theories related to D-brane dynamics on Calabi-Yau spaces.
Focused on a specific family of quivers associated with simple Lie algebras.
Analyzed the action of the Weyl group on solutions of ADHM-like equations.
Identified that Weyl mutations correspond to electro-magnetic dualities in quiver gauge theories.
Demonstrated that the representations of Yangian algebras can be effectively described through the study of these quivers.
Explored higher representations linked to rectangular Young diagrams impacted by Weyl transformations.

Galakhov et al. (2026) studied this question.

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