| Time | Speaker & Title |
|---|
| Morning |
| 9:00- 9:20
| Sergey Fomin,
University of Michigan. |
|
Stratified spaces formed by totally positive varieties |
| 9:30- 9:50 |
Andrei
Zelevinski, Northeastern University. |
|
Connected components of real double Bruhat cells |
| 10:00-10:20 |
Sara Billey,
MIT. |
|
Connections between singular loci and cohomology
of Schubert Varieties |
| 10:30-10:50 |
Vic Reiner,
University of Minnesota. |
|
Smooth Schubert varieties in partial flag manifolds |
| 11:00-11:20 |
Stephanie
van Willigenburg, Cornell University. |
|
Isotropic Schubert calculus and polytopes |
|
| Afternoon |
| 3:00- 3:20 |
Allen Knutson,
University of California, Berkeley. |
|
Descent-cycling in Schubert calculus |
| 3:30- 3:50 |
Mikhail Kogan, Northeastern University. |
|
A Littlewood-Richardson rule for multiplying Schur
polynomials by certain Schubert polynomials |
| 4:00- 4:20 | Break |
| 4:30- 4:50 |
Shawn Robinson,
University of North Carolina. |
|
Pieri's Formula for the $T$-Equivariant Cohomology
of the Flag Variety |
| 5:00- 5:20 |
Anders Buch,
MIT. |
|
A Littlewood-Richardson rule for the $K$-theory of
Grassmannians |
| Time | Speaker & Title |
|---|
| Morning |
| 9:00- 9:20 |
James
Carrell, University of British Columbia. |
|
Equivariant cohomology and regular B-actions |
| 9:30- 9:50 |
Rebecca Goldin,
University of Maryland. |
|
On Schubert Calculus in Symplectic Geometry |
| 10:00-10:20 | Break |
| 10:30-10:50 |
Bill Graham,
University of Georgia. |
|
Positivity in equivariant Schubert calculus |
| 11:00-11:20 |
Ezra N. Miller, MIT. |
|
Gröobner geometry of formulae for (double) Schubert
polynomials |
|
| Afternoon |
| 2:00- 2:20 |
Linda Chen,
Columbia University. |
|
Quantum Cohomology of Flag Manifolds |
| 2:30- 2:50 |
Andrew Kresch,
University of Pennsylvania. |
|
Standard conjectures for the arithmetic Grassmannian $G(2,n)$ |
| 3:00- 3:20 | Break |
| 3:30- 3:50 |
Michael Kleber, MIT. |
|
Embeddings of Schur functions into types B/C/D |
| 4:00- 4:20 |
Chris Woodward,
Rutgers University. |
|
Honeycombs and Facets of the Littlewood Richardson cone |
| 4:30- 4:50 |
William Fulton, University of Michigan. |
|
Eigenvalues of majorized Hermitian matrices
and Schubert calculus |