ACO Seminar - Imre Leader, Univ. of Cambridge

— 4:00pm

Location:
In Person - Wean 8220

Speaker:
IMRE LEADER, Professor of Pure Mathematics, Centre for Mathematical Sciences, University of Cambridge
https://www.maths.cam.ac.uk/person/ibl10


Turan densities for daisies and hypercubes

The Turan problem for hypercubes asks: how few vertices of the n-dimensional cube can we take so that they meet every d-dimensional subcube? A longstanding conjecture states that the best one can do (asymptotically) is 1/(d+1) of all vertices, by taking every (d+1)th layer of the cube. In this talk we will explain the connection to Turan questions for `daisy’ hypergraphs, and present a disproof of the conjecture. T

his is joint work with David Ellis and Maria Ivan.

Tea and Cookies to follow talk.

Event Website:
https://aco.math.cmu.edu/abs-24-25/sep12.html


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