Presented By: Geometry Seminar - Department of Mathematics
GEOMETRY SEMINAR:Applying diophantine conditions towards entropy and some number theoretical applications of the Einsiedler-Lindenstrauss theorem
Asaf Katz and Prasuna Bandi
In the first part of the lecture, Asaf will describe a measure classification result of Einsiedler-Fish, showing how one can use diophantine conditions in order to achieve positive entropy for action of a polynomial non-lacunary semigroup on the one-torus.
In the second part, Prasuna will discuss some applications of the Einsiedler-Lindenstrauss measure classification theorem in number theory.
In the second part, Prasuna will discuss some applications of the Einsiedler-Lindenstrauss measure classification theorem in number theory.
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