Olof Sisask

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All published works

Action	Title	Year	Authors
+ PDF Chat	The Kelley–Meka bounds for sets free of three-term arithmetic progressions	2023	Thomas F. Bloom Olof Sisask
+	The Kelley--Meka bounds for sets free of three-term arithmetic progressions	2023	Thomas F. Bloom Olof Sisask
+	An improvement to the Kelley-Meka bounds on three-term arithmetic progressions	2023	Thomas F. Bloom Olof Sisask
+ PDF Chat	Convolutions of sets with bounded VC-dimension are uniformly continuous	2021	Olof Sisask
+	Breaking the logarithmic barrier in Roth's theorem on arithmetic progressions	2020	Thomas F. Bloom Olof Sisask
+	Breaking the logarithmic barrier in Roth's theorem on arithmetic progressions	2020	Thomas F. Bloom Olof Sisask
+ PDF Chat	Logarithmic bounds for Roth's theorem via almost-periodicity	2019	Thomas F. Bloom Olof Sisask
+ PDF Chat	ROTH’S THEOREM FOR FOUR VARIABLES AND ADDITIVE STRUCTURES IN SUMS OF SPARSE SETS	2016	Tomasz Schoen Olof Sisask
+	Roth's theorem for four variables and additive structures in sums of sparse sets	2014	Tomasz Schoen Olof Sisask
+ PDF Chat	Convergence Results for Systems of Linear Forms on Cyclic Groups and Periodic Nilsequences	2014	Pablo Candela Olof Sisask
+	Discrete Fourier analysis - Structures in sumsets	2014	Olof Sisask
+	Roth's theorem for four variables and additive structures in sums of sparse sets	2014	Tomasz Schoen Olof Sisask
+ PDF Chat	A removal lemma for linear configurations in subsets of the circle	2013	Pablo Candela Olof Sisask
+ PDF Chat	Arithmetic Progressions in Sumsets and <i>L<sup>p</sup></i>-Almost-Periodicity	2013	Ernie Croot Izabella Łaba Olof Sisask
+	Discrete Fourier analysis	2013	Olof Sisask
+	Convergence results for systems of linear forms on cyclic groups, and periodic nilsequences	2012	Pablo Candela Olof Sisask
+	Convergence results for systems of linear forms on cyclic groups, and periodic nilsequences	2012	Pablo Candela Olof Sisask
+	A removal lemma for linear configurations in subsets of the circle	2011	Pablo Candela Olof Sisask
+	On the asymptotic maximal density of a set avoiding solutions to linear equations modulo a prime	2011	Pablo Candela Olof Sisask
+ PDF Chat	On the asymptotic maximal density of a set avoiding solutions to linear equations modulo a prime	2011	Pablo Candela Olof Sisask
+	Arithmetic progressions in sumsets and L^p-almost-periodicity	2011	Ernie Croot Izabella Łaba Olof Sisask
+	Arithmetic progressions in sumsets and L^p-almost-periodicity	2011	Ernie Croot Izabella Łaba Olof Sisask
+	A removal lemma for linear configurations in subsets of the circle	2011	Pablo Candela Olof Sisask
+	On the asymptotic maximal density of a set avoiding solutions to linear equations modulo a prime	2011	Pablo Candela Olof Sisask
+ PDF Chat	A Probabilistic Technique for Finding Almost-Periods of Convolutions	2010	Ernie Croot Olof Sisask
+	A probabilistic technique for finding almost-periods of convolutions	2010	Ernie Croot Olof Sisask
+	A probabilistic technique for finding almost-periods of convolutions	2010	Ernie Croot Olof Sisask
+ PDF Chat	A new proof of Roth’s theorem on arithmetic progressions	2008	Ernie Croot Olof Sisask
+ PDF Chat	On the maximal number of 3-term arithmetic progressions in subsets of ℤ/<i>p</i> ℤ	2008	Ben Green Olof Sisask
+	A new proof of Roth's theorem on arithmetic progressions	2008	Ernie Croot Olof Sisask

Common Coauthors

Coauthor	Papers Together
Pablo Candela	9
Ernie Croot	8
Thomas F. Bloom	6
Izabella Łaba	3
Tomasz Schoen	3
Ben Green	1

Commonly Cited References

Action	Title	Year	Authors	# of times referenced
+	On Certain Sets of Integers	1953	K. F. Roth	11
+ PDF Chat	Additive structures in sumsets	2008	Tom Sanders	10
+	On Triples in Arithmetic Progression	1999	Jean Bourgain	9
+ PDF Chat	A Probabilistic Technique for Finding Almost-Periods of Convolutions	2010	Ernie Croot Olof Sisask	9
+	Integer Sum Sets Containing Long Arithmetic Progressions	1992	Gregory A. Freiman H. Halberstam Imre Z. Ruzsa	8
+	Arithmetic progressions in sumsets	2002	B. Green	8
+	On Certain Sets of Positive Density	1959	P. Varnavides	7
+ PDF Chat	On the Bogolyubov–Ruzsa lemma	2012	Tom Sanders	7
+ PDF Chat	The true complexity of a system of linear equations	2009	W. T. Gowers Jason B. Wolf	6
+	Integer Sets Containing No Arithmetic Progressions	1987	D. R. Heath‐Brown	6
+ PDF Chat	On certain other sets of integers	2012	Tom Sanders	6
+	Additive Combinatorics	2006	Terence Tao Van H. Vu	6
+ PDF Chat	On Roth's theorem on progressions	2011	Tom Sanders	6
+	Roth’s theorem on progressions revisited	2008	Jean Bourgain	6
+	On Sets of Integers Which Contain No Three Terms in Arithmetical Progression	1946	Felix Behrend	6
+	On arithmetic progressions in sums of sets of integers	2012	Jean Bourgain	5
+ PDF Chat	Freiman's theorem in an arbitrary abelian group	2007	Ben Green Imre Z. Ruzsa	5
+	A polynomial bound in Freiman's theorem	2002	Mei-Chu Chang	5
+ PDF Chat	Arithmetic Progressions in Sumsets and <i>L<sup>p</sup></i>-Almost-Periodicity	2013	Ernie Croot Izabella Łaba Olof Sisask	5
+ PDF Chat	New bounds on cap sets	2011	Michael Bateman Nets Hawk Katz	5
+ PDF Chat	ROTH’S THEOREM FOR FOUR VARIABLES AND ADDITIVE STRUCTURES IN SUMS OF SPARSE SETS	2016	Tomasz Schoen Olof Sisask	5
+ PDF Chat	Solving a linear equation in a set of integers I	1993	Imre Z. Ruzsa	5
+ PDF Chat	Arithmetic progressions in sumsets	1991	Imre Z. Ruzsa	5
+ PDF Chat	Green's sumset problem at density one half	2010	Tom Sanders	4
+ PDF Chat	On the asymptotic maximal density of a set avoiding solutions to linear equations modulo a prime	2011	Pablo Candela Olof Sisask	4
+	Integer sets containing no arithmetic progressions	1990	Endre Szemerédi	4
+ PDF Chat	Roth’s theorem in many variables	2013	Tomasz Schoen Ilya D. Shkredov	4
+ PDF Chat	The structure theory of set addition revisited	2012	Tom Sanders	4
+ PDF Chat	A new proof of Roth’s theorem on arithmetic progressions	2008	Ernie Croot Olof Sisask	4
+ PDF Chat	The Minimal Number of Three-Term Arithmetic Progressions Modulo a Prime Converges to a Limit	2008	Ernie Croot	4
+ PDF Chat	An improved construction of progression-free sets	2011	Michael Elkin	4
+	A Note on Elkin’s Improvement of Behrend’s Construction	2010	Ben Green Julia Wolf	4
+ PDF Chat	Linear equations in primes	2010	Ben Green Terence Tao	4
+	Arithmetic progressions in sumsets and L^p-almost-periodicity	2011	Ernie Croot Izabella Łaba Olof Sisask	3
+	Finite field models in additive combinatorics	2005	Ben Green	3
+ PDF Chat	A quantitative improvement for Roth's theorem on arithmetic progressions: Table 1.	2016	Thomas F. Bloom	3
+ PDF Chat	On the removal lemma for linear systems over Abelian groups	2012	Daniel Kráľ Oriol Serra Lluís Vena	3
+ PDF Chat	On Arithmetic Progressions in A+B+C	2013	Kevin Henriot	3
+	An old new proof of Roth’s theorem	2007	Endre Szemerédi	3
+	The structure of critical sets for F_p arithmetic progressions	2007	Ernie Croot	2
+ PDF Chat	Product set estimates for non-commutative groups	2008	Terence Tao	2
+	Probability: A Graduate Course	2005	Allan Gut	2
+	Surveys in Combinatorics 2005	2005	B. S Webb	2
+	Orbit of the diagonal in the power of a nilmanifold	2009	A. Leibman	2
+	Fourier Analysis on Groups	2006	Walter Rudin L. Bers R. Courant J. J. Stoker Dagmar Renate Henney	2
+	On higher order Fourier analysis	2012	Balázs Szegedy	2
+ PDF Chat	Sum-free sets in abelian groups	2005	Ben Green Imre Z. Ruzsa	2
+ PDF Chat	On a problem of Konyagin	2008	Tomasz Łuczak Tomasz Schoen	2
+	Linear Approximate Groups	2010	Emmanuel Breuillard Ben Green Terence Tao	2
+	Reconstructing Integer Sets From Their Representation Functions	2004	Vsevolod F. Lev	2