School of Mathematics

2011 - Disjointness of Mobius from Horocyle Flows (with J. Bourgain and T. Ziegler)

Peter Sarnak, Jean Bourgain, T. Ziegler

[ disjointness b-s-z oct.pdf ]
2011 - The Horocycle Flow at Prime Times (with A. Ubis)

Peter Sarnak, A. Ubis

[ The Horocycle Flow at Prime Times.pdf ]
Exterior differential systems. Mathematical Sciences Research Institute Publications, 18

Phillip A. Griffiths, R. B. Bryant, S. S. Chern, R. Gardner, H. Goldschmidt
28 octobre 1976, à Luc Illusie (2)

Pierre Deligne

[ Deligne281076(2).pdf ]
Quantum variance for Hecke eigenforms

Peter Sarnak, Wenzhi Luo
1987 (?), to Millson

Pierre Deligne

[ millson.pdf ]
Introduction to algebraic curves. Translated from the Chinese by Kuniko Weltin. Translations of Mathematical Monographs, 76

Phillip A. Griffiths
1980 - Notes with P.Cohen on the trace formula Chapter 7

Peter Sarnak

[ NoteswithPCohenonthetraceformulaChapter7.pdf ]
1985 (?), to Quillen

Pierre Deligne

[ Lettre-a-Quillen.pdf ]
2013 - The Mobius function and distal flows (with J. Liu)

Jianya Liu, Peter Sarnak

[ Mobius funcitons and distal flows.pdf ]
2004 - MAA Hedrick Lecture slides - "Ramanujan Graphs and the Ramanujan Conjectures"

Peter Sarnak

[ Ramanujan_Graphs_and_the_Ramanijan_Conjectures-Hedrick-Lectures-2004.pdf ]
Об аналитическом виде геометрической теории автоморфных форм

Robert P. Langlands

[ geometric-theory-russian_rpl.pdf ]
2011 - Three Lectures on the Mobius function randomness and dynamics (Lecture 1)

Peter Sarnak

[ MobiusFunctionsLectures(2).pdf ]
2011 - Real zeros of holomorphic Hecke cusp forms (with A. Ghosh)

Peter Sarnak, Amit Ghosh
9 octobre 1973, à Luc Illusie

Pierre Deligne

[ Deligne-Illusie73.pdf ]
1er juillet 1969, à Weil

Pierre Deligne

[ lettreaWeil.pdf ]
An introduction to the theory of special divisors on algebraic curves. CBMS Regional Conference Series in Mathematics, 44

Phillip A. Griffiths
2014 - Families of L-Functions and their Symmetry (with S. W. Shin and N. Templier)

Peter Sarnak, Sug Woo Shin, Nicolas Templier

[ Families of L-Functions and their Symmetry.pdf ]
2013 - Hyperbolic monodromy groups for the hypergeometric equation and Cartan involutions (with E. Fuchs and C. Meiri)

Elena Fuchs, Chen Meiri, Peter Sarnak

[ Hyperbolic monodromy groups f-m-s.pdf ]
Some commentary on Atle Selberg's Mathematics

Peter Sarnak, D. Hejhal

Pages