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Mike Hochman Dynamical systems, ergodic theory and fractal geometry Gil Kalai Combinatorics Itay Kaplan Logic, Model theory Zemer Kosloff Dynamical systems, ergodic theory and probability Ori Gurel
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, geometry and statistics in the directions of singular learning theory, phylogenetic algebraic geometry and algebraic combinatorics (in particular concerning unimodular toric ideals, toric fibre products and
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in combinatorics, operator theory and operator algebra, and computational mathematics. The goal posed by the School of Mathematical Sciences is to build an active and strong international mathematical
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The Department of Mathematics is a diverse and growing department with strengths in Algebraic Geometry, Analysis, Combinatorics, Differential Geometry, Mathematical Biology, Number Theory, Representation Theory
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deep learning, tropical algebra, polyhedral geometry, tropical combinatorics. Skills Demonstrable ability to plan and manage independent research.