WebIn the cases where G is of Dynkin type A_r, we prove that the undecorated double Bott-Samelson cell is an Legendrian invariant associated to the closure of the pair of positive braids (b,d). This is joint work with Linhui Shen. Speaker(s): Daping Weng … WebDaping Weng Michigan State University Department of Mathematics 619 Red Cedar Road C331 Wells Hall East Lansing, MI 48824 ... Cluster Structures on Double Bott-Samelson …
Cluster Structures on Double Bott–Samelson Cells - ProQuest
WebWe describe the Donaldson-Thomas transformation on double Bott-Samelson cells. As an application, we obtain a new geometric proof of Zamolodchikov’s periodicity conjecture in … WebBraid varieties A more geometric definition ofX(β) uses the flag variety parametrizing complete flags F ={0 ⊂F 1 ⊂F 2 ⊂⋯F n =Cn ∶dimF i =i}. Two flagsF,F′ are in position σ i, if F j =F′ j for j ≠i, and F i ≠F′ i.We will denote this as F days since september 23 2022
Combinatorics Seminar: Cluster structures on double Bott-Samelson …
WebCluster Structures on Double Bott-Samelson Cells, with Daping Weng, Forum of Mathematics, Sigma, 9 E66 (2024). arXiv:1904.07992. 5. Cyclic Sieving and cluster duality … WebDaping Weng (翁达平) I am a KAP at UC Davis. I am interested in cluster theory, representation theory, algebraic geometry, symplectic geometry, and mathematical … WebSep 29, 2024 · Let $\mathsf {C}$ be a symmetrisable generalised Cartan matrix. We introduce four different versions of double Bott–Samelson cells for every pair of positive … gcms clean ion source