Weil Representation, Deligne Sheaf, and Proof of the Kurlberg-Rudnick Conjecture

Abstract

This is my Ph.D. thesis written under the direction of Prof. Joseph Bernstein at Tel-Aviv University. Submitted: March 2005.

This is my Ph.D. thesis written under the direction of Prof. Joseph Bernstein at Tel-Aviv University (Submitted: March 2005). Among other things it also includes the first constructions of "Hecke Eigenscars"

References in corpus (1)

• On the multiplicativity of quantum cat maps

Cited by in corpus (3)

• Semiclassical measures for higher dimensional quantum cat maps
• Bounds on certain Higher-Dimensional Exponential Sums via the Self-Reducibility of the Weil Representation
• Notes on quantization of symplectic vector spaces over finite fields