Recent Progress on Sum-Product Problem by Sammy Rosofsky '19, October 22

Mon, October 22nd, 2018
1:00 pm - 1:45 pm

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Recent Progress on Sum-Product Problem by Sammy Rosofsky ’19, October 22, Mathematics Colloquium, 1 – 1:45 pm, Stetson Court Classroom 101

Abstract:  In 1983 Erdős and Szemerédi conjectured that any set of integers must be random with respect at least one of addition or multiplication. In this talk I will discuss a precise version of their conjecture as well as work by Solymosi from 2009 towards proving their conjecture.

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