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Orateur(s)
Faustin Adiceam - ,
Titre
Homogeneous forms inequalities
Date
17/01/2025
Horaire
11:00 à 12:30
Diffusion
Résume
The talk is concerned with counting the number of solutions to a system of inequalities of the form |F(x)| < A and ||x|| < B, where F is a real homogeneous form in n variables and A, B are parameters, requiring that the vector x should lie in a lattice. The presented results deal with the case where the lattice is chosen either randomly or deterministically. This is joint work with Oscar Marmon (Lund University).
