Cluster monomials in Kac–Moody open Richardson variety coordinate rings are shown to correspond to simple modules in the monoidal category C_{w,v}, yielding a monoidal categorification.
Upper cluster structure on Kac–Moody Richardson varieties.arXiv preprint arXiv:2506.10382, 2025
2 Pith papers cite this work. Polarity classification is still indexing.
2
Pith papers citing it
years
2026 2representative citing papers
Frayed Demazure weaves yield Poisson-compatible cluster structures on Bott-Samelson charts whose transitions are rational quasi-cluster morphisms, with mutation sequences related to Ménard's open Richardson seeds.
citing papers explorer
-
Monoidal Categories associated with Kac-Moody Open Richardson Varieties in Symmetric Type
Cluster monomials in Kac–Moody open Richardson variety coordinate rings are shown to correspond to simple modules in the monoidal category C_{w,v}, yielding a monoidal categorification.
-
Frayed Demazure weaves for Poisson-compatible cluster structures on Bott--Samelson charts
Frayed Demazure weaves yield Poisson-compatible cluster structures on Bott-Samelson charts whose transitions are rational quasi-cluster morphisms, with mutation sequences related to Ménard's open Richardson seeds.