Combinatorics and Probability
Combinatorics and probability study the structure and behavior of discrete systems, from counting and enumeration to the analysis of random processes. Our researchers in this area develop tools to understand patterns in finite structures, the emergence of large-scale phenomena in random systems, and the deep connections between algebraic, geometric, and probabilistic methods.
Members
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Statistical physics, large deviation theory
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Algebra of Jordan block forms, commuting nilpotent matrices
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Spectral graph theory
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Discrete and combinatorial geometry, combinatorics, group theory
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Quantum field theory, symplectic geometry
Related Seminars
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Organizers: Matan Harel, Matt Hogancamp, Jonathan Weitsman
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509 Lake Hall | Mondays, 12:15-1:15 p.m. ET
Organizers: Chris Beasley, Harm Derksen, Iva Halacheva, Anthony Iarrobino, Elias Mochan, Oana Veliche -
509 Lake Hall | Fridays (alternating), 1:30-2:30 p.m. ET
Organizers: Alia Yusaini Arturo Ortiz San Miguel