UCLA Department of Mathematics
mail: 520 Portola Plaza, Los Angeles, CA 90095
Originally from France, I am currently an assistant Professor at UCLA. My fields of interest are probability theory, combinatorics and discrete geometry.
I am interested in probabilistic behaviors of discrete systems such as tilings and graph homomorphisms. More precisely, I study how and why limit shapes like the one depicted above arise in those models.
Fall 2015: Linear Algebra (Math 115A)
Fall 2015: Probability theory (Math 170A)
Spring 2015: Linear Algebra (Math 115A)
Spring 2015: Probabilities for life and science (Math 3C)
Winter 2015: Linear Algebra (Math 115A)
Fall 2014: Linear Algebra (Math 115A)
Fall 2014: Probabilities for life and science (Math 3C)
Fall 2013: Introductory calculus II (Math 0100)
Fall 2012: Introductory calculus II (Math 0100)
Fall 2011: Introductory calculus I (Math 090)
A variational principle for a non-integrable system
with G. Menz, Submitted
Fast domino tileability
with I. Pak and A. Sheffer, Discrete & Computational Geometry. Volume 56 Number 2
Tiling with small tiles
with A. Kenyon, Submitted
Tiling by bars
Random interlacements on Galton-Watson trees
Electronic Communications in Probability (15) (2010), 562-571.
© Martin Tassy