AMS Special Session on Recent Advances in Schubert Calculus and Related Topics

March 20-21, 2021

Organized by Cristian Lenart and Changlong Zhong.

Saturday morning
9:00	Julinna Tymoczko	Hessenberg Schubert polynomials *slides*
9:30	Rebecca Goldin	Positivity of Schubert Calculus *slides*
11:00	Anders Buch	A Pieri rule for the quantum K-theory of maximal orthogonal Grassmannians *slides*
11:30	Leonardo Mihalcea	Positivity of Segre-MacPherson classes. *slides*
12:00	Changjian Su	Whittaker functions from motivic Chern classes. *slides*
12:30	Richard Rimanyi	Bow varieties *slides*
Saturday afternoon
3:00	William Fulton	Degeneracy Loci and Schubert Polynomials *slides*
3:30	Allen Knutson	Puzzles compute the Euler characteristic of the intersection of Bruhat cells. *slides*
4:00	Thomas Lam	Positroid varieties and q,t-Catalan numbers *slides*
4:30	Colleen Robichaux	Equivariant cohomology, Schubert calculus, and Edge labeled tableaux. *slides*
Sunday morning
9:00	Hao Li	On equivariant oriented cohomology of Bott-Samelson varieties *slides*
9:30	Kirill Zainoulline	Localized operations on T-equivariant oriented cohomology of projective homogeneous varieties *slides*
11:00	Yiqiang Li	Quasi-split symmetric pairs of type A and Steinberg varieties of classical type *slides*
11:30	Matt Douglass	Equivariant coherent sheaves on a point and Kazhdan-Lusztig bases *slides*
12:00	William Graham	Indecomposability and tangent spaces to Schubert varieties *slides*
12:30	Daniel Orr	Equivariant K-theory of the semi-infinite flag manifold as a nil-DAHA module *slides*
Sunday afternoon
3:00	Anna Weigandt	Derivatives of Schubert polynomials and proof of a determinant conjecture of Stanley *slides*
3:30	Oliver Pechenik	Doppelganger posets and the K-theory of flag varieties *slides*
4:00	Rachel Karpman	Isotopies of Latin tableaux *slides*

AMS Schedule