Problems, lecture notes, final oral reports, etc
Problem Title Mentor's notes TA(s) Final oral report Students
1 Lattice models Brubaker Frechette, Tibor Lattice Models and Schur Function Identities
Lattice Models, Differential Forms, and the Yang-Baxter Equation
Cheng, Fonseca, Herman-Kerwin
2 Birational R-matrix Chepuri Tibor Formulas for Birational R-Matrix Action Lin
3 Cluster algebras Musiker Kelley F-Polynomials of the r-Kronecker Quiver Lin
4 Real roots Fraser Stucky Real-rootedness of Polynomials from Planar Graphs Cheng, Peng, Srinivasan
5 Toric regularity Berkesch Sayrafi Equality in the Eisenbud-Goto Conjecture for Certain Toric Ideals Cranford, Peng, Srinivasan
6 Frieze patterns Banaian Farrell Infinite Frieze Patterns and Dissections on Annuli Chen
7 Alcove walks Hardt Tibor Generalities on alcove walks
The Whittaker function and alcove walks
Whittaker functions and the alcove walk model
Borade, Huynh, Twiss
8 Virtual resolutions for monomial ideas Yang Kelley Virtual Resolutions of Monomial Ideals Cranford, Karhadkar
9 q-Rational numbers Ovenhouse Kelley q-Analogues of Rational Numbers
Cranford, Fonseca

Back to Reiner's Home Page

The view and opinions expressed in this page are strictly those of the page author. The contents of this page have not been reviewed or approved by the University of Minnesota.