Andrew V. Sutherland

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Francesc FitéUniversitat de BarcelonaVerified email at ub.edu
Andrew R. BookerProfessor of pure Mathematics, University of BristolVerified email at bristol.ac.uk
John VoightUniversity of SydneyVerified email at sydney.edu.au
John CremonaUniversity of WarwickVerified email at warwick.ac.uk
Wouter CastryckKU LeuvenVerified email at esat.kuleuven.be
Edgar CostaResearch Scientist at Massachusetts Institute of TechnologyVerified email at mit.edu
Gaetan BissonUniversity of French PolynesiaVerified email at gaati.org
Igor ShparlinskiUNSWVerified email at unsw.edu.au
Gergely HarcosAlfréd Rényi Institute of Mathematics, Budapest, HungaryVerified email at renyi.hu
Xiao-Feng XieWIOMAXVerified email at wiomax.com
Terence TaoProfessor of Mathematics, UCLAVerified email at math.ucla.edu
Philippe MICHELProfessor of MathematicsVerified email at epfl.ch
Kristin E. LauterDirector of Research Science, North American Labs, Meta AI ResearchVerified email at meta.com
Ken OnoMarvin Rosenblum Professor of Mathematics, University of VirginiaVerified email at virginia.edu
Ronald L. RivestMIT Institute ProfessorVerified email at mit.edu
Dan YasakiThe University of North Carolina GreensboroVerified email at uncg.edu
Alex J BestVerified email at kcl.ac.uk
David RoeResearch Scientistic, MITVerified email at mit.edu
Jeremy RouseWake Forest UniversityVerified email at wfu.edu
David Zureick-BrownProfessor of mathematics, Amherst CollegeVerified email at mathcs.emory.edu

Andrew V. Sutherland

Principal Research Scientist, Massachusetts Institute of Technology

Verified email at math.mit.edu - Homepage

arithmetic geometry number theory computational number theory


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Peer-to-peer enterprise storage AV Sutherland, MR Klugerman, D O'neill, S Ludmann, E Zukovsky, ... US Patent 7,069,295, 2006	249	2006
Variants of the Selberg sieve, and bounded intervals containing many primes DHJ Polymath Research in the Mathematical Sciences 1 (12), 2014	228	2014
Computing Hilbert class polynomials with the Chinese remainder theorem AV Sutherland Mathematics of Computation 80 (273), 501-538, 2011	143	2011
New equidistribution estimates of Zhang type W Castryck, É Fouvry, G Harcos, E Kowalski, P Michel, P Nelson, E Paldi, ... Algebra & Number Theory 8 (9), 2067-2199, 2014	140	2014
Modular polynomials via isogeny volcanoes R Bröker, K Lauter, AV Sutherland Mathematics of Computation 81 (278), 1201-1231, 2012	129	2012
Sato-Tate distributions and Galois endomorphism modules in genus 2 F Fité, KS Kedlaya, V Rotger, AV Sutherland Compositio Mathematica 148 (5), 1390-1442, 2012	123	2012
Computing the endomorphism ring of an ordinary elliptic curve over a finite field G Bisson, AV Sutherland Journal of Number Theory 131 (5), 815-831, 2011	103	2011
Computing images of Galois representations attached to elliptic curves AV Sutherland Forum Of Mathematics, Sigma 4, 1-79, 2016	93	2016
The MD6 hash function–a proposal to NIST for SHA-3 RL Rivest, B Agre, DV Bailey, C Crutchfield, Y Dodis, KE Fleming, A Khan, ... Submission to NIST 2 (3), 1-234, 2008	90	2008
Isogeny volcanoes AV Sutherland Algorithmic Number Theory 10th International Symposium (ANTS X), 507-530, 2013	89	2013
Constructing elliptic curves over finite fields with prescribed torsion AV Sutherland Mathematics of Computation 81 (278), 1131-1147, 2012	76	2012
A database of genus 2 curves over the rational numbers AR Booker, J Sijsling, AV Sutherland, J Voight, D Yasaki LMS Journal of Computation and Mathematics 19, 235-254, 2016	75	2016
Order computations in generic groups AV Sutherland Massachusetts Institute of Technology, 2007	74	2007
Computing L-series of hyperelliptic curves KS Kedlaya, AV Sutherland Algorithmic Number Theory Symposium (ANTS VIII), 312-326, 2008	64	2008
Computer video display terminal screen with wallpaper and icon MJ Murphy, AV Sutherland US Patent USD401,920 S, 1998	63	1998
Structure computation and discrete logarithms in finite abelian p-groups AV Sutherland Mathematics of Computation 80 (273), 477-500, 2011	57	2011
Computing Hasse–Witt matrices of hyperelliptic curves in average polynomial time D Harvey, AV Sutherland LMS Journal of Computation and Mathematics 17 (A), 257-273, 2014	56	2014
Method and apparatus for linking data and objects J Smith, P Yarin, M Murphy, A Sutherland US Patent App. 09/865,889, 2002	54	2002
The "bounded gaps between primes" Polymath project - a retrospective DHJ Polymath Newsletter of the European Mathematical Society 94, 13-23, 2014	52	2014
Modular curves of prime-power level with infinitely many rational points A Sutherland, D Zywina Algebra & Number Theory 11 (5), 1199-1229, 2017	50	2017

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