Asia Pacific Mathematics Newsletter 1 ∗ * Randomness NumberTheory

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Date: 2012-08-01 02:02:48 Riemann hypothesis Peter Sarnak Ramanujan graph Riemann zeta function Number theory Random walk Modular form Prime number Zeta function Mathematical analysis Mathematics Analytic number theory		Asia Pacific Mathematics Newsletter 1 ∗ * Randomness NumberTheory Add to Reading List Source URL: www.asiapacific-mathnews.com Download Document from Source Website File Size: 532,89 KB Share Document on Facebook

	Base Change of Hecke Characters revisited Dinakar Ramakrishnan Here we answer a nice question raised by Peter Sarnak as to whether we can give a new proof of any instance of the well known base change result for GL(1) by DocID: 1tVyc - View Document
	Curriculum Vitae of Nicholas M. Katz Born December 7, 1943, Baltimore, Maryland Education BA 1964, Johns Hopkins University MA 1965, Princeton University PhD 1966, Princeton University DocID: 1rc2j - View Document
	Equidistribution and Primes by Peter Sarnak Princeton University & Institute for Advanced Study Princeton, New Jersey DocID: 1l8KS - View Document
	Three Lectures on the Mobius Function Randomness and Dynamics by Peter Sarnak∗ Lecture 1. The Mobius Flow DocID: 1kPL1 - View Document
	Asia Pacific Mathematics Newsletter 1 ∗ * Randomness NumberTheory DocID: K9bd - View Document