Andrew Granville

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Carl PomeranceDartmouth College, University of GeorgiaVerified email at dartmouth.edu
Dimitris KoukoulopoulosUniversité de MontréalVerified email at umontreal.ca
Paul ErdősMathematics
Javier CillerueloVerified email at uam.es
Ken OnoMarvin Rosenblum Professor of Mathematics, University of VirginiaVerified email at virginia.edu
Zeev RudnickThe Cissie and Aaron Beare Chair in Number Theory, Tel Aviv UniversityVerified email at tauex.tau.ac.il
Michael MonaganProfessor of Mathematics, Simon Fraser UniversityVerified email at cecm.sfu.ca
Igor ShparlinskiUNSWVerified email at unsw.edu.au
jozsef solymosiUniversity of British ColumbiaVerified email at math.ubc.ca
Bradley BrockAssistant Professor of Mathematics, Pepperdine UniversityVerified email at math.pepperdine.edu
Trevor WooleyAndris A. Zoltners Distinguished Professor, Purdue UniversityVerified email at purdue.edu
Jeffrey ShallitProfessor of Computer Science, University of WaterlooVerified email at cs.uwaterloo.ca
Florian LucaProfessor, WitsVerified email at wits.ac.za
Par KurlbergProfessor of Mathematics, KTHVerified email at math.kth.se
Alan HartmanUniversity of HaifaVerified email at is.haifa.ac.il
Leo GoldmakherAssistant Professor, Williams CollegeVerified email at williams.edu
Noga AlonPrinceton University and Tel Aviv UniversityVerified email at tau.ac.il
Thomas J. TuckerUniversity of RochesterVerified email at math.rochester.edu
Kaisa MatomäkiUniversity of TurkuVerified email at utu.fi
Ronald GrahamProfessor of Mathematics and Computer Science, UC San DiegoVerified email at ucsd.edu

Andrew Granville

University of Montreal

Verified email at dms.umontreal.ca - Homepage


Title Sort by citations Sort by year Sort by title	Cited by Cited by	Year
There are infinitely many Carmichael numbers WR Alford, A Granville, C Pomerance Annals of Mathematics, 703-722, 1994	663	1994
Arithmetic properties of binomial coefficients, I: Binomial coefficients modulo prime powers A Granville Organic mathematics, Proceedings of the workshop, Simon Fraser University …, 1997	343	1997
On the Equations z^m = F(x, y) and Ax^p + By^q = Cz^r H Darmon, A Granville Bulletin of the London Mathematical Society 27 (6), 513-543, 1995	300	1995
Smooth numbers: computational number theory and beyond A Granville Algorithmic number theory: lattices, number fields, curves and cryptography …, 2008	205	2008
Defect zero blocks for finite simple groups A Granville, K Ono Transactions of the American Mathematical Society 348 (1), 331-347, 1996	189	1996
ABC allows us to count squarefrees A Granville Internat. Math. Res. Notices, 1998	169	1998
A decomposition of Riemann's zeta-function A Granville London Mathematical Society Lecture Note Series, 95-102, 1997	162	1997
The distribution of values of L (1, chi_d) A Granville, K Soundararajan arXiv preprint math/0206031, 2002	153	2002
Harald Cramér and the distribution of prime numbers A Granville Scandinavian Actuarial Journal 1995 (1), 12-28, 1995	153	1995
Large character sums: pretentious characters and the Pólya-Vinogradov theorem A Granville, K Soundararajan Journal of the American Mathematical Society 20 (2), 357-384, 2007	143	2007
Large character sums: pretentious characters and the Pólya-Vinogradov theorem A Granville, K Soundararajan Journal of the American Mathematical Society 20 (2), 357-384, 2007	143	2007
Prime number races A Granville, G Martin The American Mathematical Monthly 113 (1), 1-33, 2006	129	2006
It’s as easy as abc A Granville, T Tucker Notices of the AMS 49 (10), 1224-1231, 2002	120	2002
It is easy to determine whether a given integer is prime A Granville Bulletin of the American Mathematical Society 42 (1), 3-38, 2005	114	2005
On the normal behavior of the iterates of some arithmetic functions P Erdös, A Granvilie, C Pomerance, C Spiro Analytic number theory, 165-204, 1990	110	1990
Limitations to the equi-distribution of primes I J Friedlander, A Granville Annals of Mathematics, 363-382, 1989	89	1989
Explicit bounds on exponential sums and the scarcity of squarefree binomial coefficients A Granville, O Ramaré Mathematika 43 (1), 73-107, 1996	88	1996
Rational torsion of prime order in elliptic curves over number fields S Kamienny, B Mazur, A Granville Astérisque, 81-100, 1995	75	1995
Large character sums A Granville, K Soundararajan Journal of the American Mathematical Society 14 (2), 365-397, 2001	74	2001
Sieving and the Erdős–Kac theorem A Granville, K Soundararajan Equidistribution in number theory, an introduction, 15-27, 2007	72	2007

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