Seminar series
Date
Tue, 06 Feb 2018
Time
16:00 - 17:00
Location
L5
Speaker
Fabrizio Barroero
Organisation
University of Basle

Let L be a lattice in R^n and let Z in R^(m+n) a parameterized family of subsets Z_T of R^n. Starting from an old result of Davenport and using O-minimal structures, together with Martin Widmer, we proved for fairly general families Z an estimate for the number of points of L in Z_T, which is essentially best possible. 
After introducing the problem and stating the result, we will present applications to counting algebraic integers of bounded height and to Manin’s Conjecture.

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