
Max Glick
Office: MA 118

About
I am a lecturer in the mathematics department at Ohio
State University. I was a postdoc at University of Connecticut
last year, an NSF postdoc at University of Minnesota
from 2013 to 2016 and a postdoc during the 20122013 year at MSRI and UC Berkeley. I completed my
PhD in 2012 at
University of Michigan under the supervision of Sergey Fomin.
I have a cv and a research statement.
Teaching
In Fall 2017 I am teaching Math 2173: Engineering Mathematics B.
Research
My interests lie in the field of algebraic combinatorics, and more
specifically, cluster algebras. I would like to better understand
how cluster algebras relate to projective geometry and discrete
integrable systems.
Papers
GaleRobinson quivers: from representations to combinatorial
formulas, joint with J. Weyman, arXiv:1710.09765.
The limit point of the pentagram map, arXiv:1707.02320.
The BerensteinKirillov group and cactus groups, joint with M.
Chmutov and P. Pylyavskyy, arXiv:1609.02046.
Discrete solitons in infinite reduced words, joint with P.
Pylyavskyy, arXiv:1606.01213.
Ymeshes and generalized pentagram maps, joint with P.
Pylyavskyy, Proceedings of the London Mathematical Society,
112 (2016), 753797.
The Devron property, Journal of Geometry and Physics 87
(2015), 161189.
On singularity confinement for the pentagram map, Journal
of Algebraic Combinatorics 38 (2013), 597635.
The pentagram map and Ypatterns, Advances in Mathematics
227 (2011), 10191045.
Other activities
I play bridge in my free time. An article about my team back in
Michigan was written here (thanks to
Jin for supplying the file).