will sawin

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All published works

Action	Title	Year	Authors
+	Quantitative sheaf theory	2021	will sawin A. Forey J. Fresán E. Kowalski
+ PDF Chat	The growth rate of tri-colored sum-free sets	2018	Robert Kleinberg will sawin David E Speyer

Common Coauthors

Coauthor	Papers Together
J. Fresán	1
David E Speyer	1
Robert Kleinberg	1
E. Kowalski	1
A. Forey	1

Commonly Cited References

Action	Title	Year	Authors	# of times referenced
+	None	2003	Yves Edel	1
+	Matrix multiplication via arithmetic progressions	1990	Don Coppersmith S. Winograd	1
+	On Sets of Integers Which Contain No Three Terms in Arithmetical Progression	1946	Felix Behrend	1
+	A Szemeredi-type regularity lemma in abelian groups, with applications	2003	Ben Green	1
+ PDF Chat	A removal lemma for systems of linear equations over finite fields	2011	Daniel Kráľ Oriol Serra Lluís Vena	1
+ PDF Chat	Group-theoretic algorithms for matrix multiplication	2006	Christopher Umans	1
+ PDF Chat	On Sunflowers and Matrix Multiplication	2012	Noga Alon Amir Shpilka Christopher Umans	1
+ PDF Chat	Group-theoretic Algorithms for Matrix Multiplication	2005	Henry Cohn Robert Kleinberg Balázs Szegedy Chris Umans	1
+ PDF Chat	A new proof of the graph removal lemma	2011	Jacob Fox	1
+	Progression-free sets in Z_4^n are exponentially small	2016	Ernie Croot Vsevolod F. Lev Péter Pál Pach	1
+ PDF Chat	On cap sets and the group-theoretic approach to matrix multiplication	2017	Jonah Blasiak Thomas M. Church Henry Cohn Joshua A. Grochow Eric Naslund William F. Sawin Chris Umans	1
+	On large subsets of $F_q^n$ with no three-term arithmetic progression	2016	Jordan S. Ellenberg Dion Gijswijt	1
+	A tight bound for Green's boolean removal lemma	2016	Jacob Fox László Lovász	1
+	A tight bound for Green's arithmetic triangle removal lemma in vector spaces	2017	Jacob Fox LászlóMiklós Lovász	1
+ PDF Chat	A DISTRIBUTION ON TRIPLES WITH MAXIMUM ENTROPY MARGINAL	2019	Sergey Norin	1
+	Proof of a Conjecture of Kleinberg-Sawin-Speyer	2016	Luke Pebody	1
+ PDF Chat	Combinatorial Results Implied by Many Zero Divisors in a Group Ring	2024	Fedor Petrov	1
+ PDF Chat	An Improved Construction of Progression-Free Sets	2010	Michael Elkin	1
+	Proof of a conjecture of Kleinberg-Sawin-Speyer	2018	Luke Peabody	1
+ PDF Chat	An improved construction of progression-free sets	2011	Michael Elkin	1
+	Progression-free sets in Z_4^n are exponentially small	2016	Ernie Croot Vsevolod F. Lev Péter Pál Pach	1
+	Combinatorial results implied by many zero divisors in a group ring	2016	Fedor Petrov	1