Induced matchings in point-line incidence graphs

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Cosmin Pohoata, Emory
Fine Hall 224

We will discuss some basic questions about induced matchings in point-line incidence graphs over finite fields, some new constructions, and then some connections to other central problems at the intersection of extremal combinatorics, discrete geometry and number theory. Based on joint work with Zach Hunter, Jacques Verstraete, and Shengtong Zhang.