Title: Spectral analysis for Γ\Η
Author: Erez Lapid, The Hebrew University of Jerusalem, Israel
Venue: Room 309, Math Building
Attachments:   Notes on Spectral analysis for Γ\H
            Lecture I: Introduction to automorphic forms
            Lecture II: Geometry and Analysis on the Hyperbolic Plane
            Lecture III: Spherical functions
            Lecture IV: The invariant integral operators on C(Γ\H)
            Lecture V:  Cuspidal spectrum of Γ\H
            Lecture VI: Continuous spectrum of Γ\H
            Lecture VII: Selberg trace formula
            Lecture VIII: Application of Selberg trace formula I
            Lecture IX: Application of Selberg trace formula II
            Lecture X: Spectral decomposition, hyperbolic lattice point problem

            Exercise:  Exercise 1          Exercise 2          Exercise 3
                            Exercise 4          Exercise 5          Exercise 6

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