Bethe Subspaces and Toric Arrangements
Analysis
Key Takeaways
- •Introduces and studies Bethe subspaces within the context of trigonometric holonomy Lie algebras.
- •Provides a compactification of the parameter space for Bethe subspaces using the minimal wonderful model of a toric arrangement.
- •Establishes connections between Bethe subspaces and the logarithmic tangent bundle.
- •Refines existing results and offers conjectures for future research, particularly in the context of Yangians and quantum cohomology.
“The paper proves that the family of Bethe subspaces extends regularly to the minimal wonderful model of the toric arrangement.”