Eugen Keil

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All published works

Action	Title	Year	Authors
+ PDF Chat	ON A DIAGONAL QUADRIC IN DENSE VARIABLES	2014	Eugen Keil
+	Upper bounds for integer solutions to a system of two bilinear forms	2014	Eugen Keil
+	Some refinements for translation invariant quadratic forms in dense sets	2014	Eugen Keil
+	On a diagonal quadric in dense variables	2013	Eugen Keil
+	Translation invariant quadratic forms in dense sets	2013	Eugen Keil
+	On a diagonal quadric in dense variables	2013	Eugen Keil
+ PDF Chat	MOMENT ESTIMATES FOR EXPONENTIAL SUMS OVER k-FREE NUMBERS	2012	Eugen Keil
+ PDF Chat	Application of the circle method on multidimensional limit-periodic functions	2011	Eugen Keil

Common Coauthors

Coauthor	Papers Together

Commonly Cited References

Action	Title	Year	Authors	# of times referenced
+	On solution-free sets for simultaneous quadratic and linear equations	2008	Matthew Lee Smith	4
+	Analytic Methods for Diophantine Equations and Diophantine Inequalities	2005	H. Davenport T. D. Browning	3
+	On Certain Sets of Integers	1953	K. F. Roth	3
+	Fourier transform restriction phenomena for certain lattice subsets and applications to nonlinear evolution equations	1993	Jean Bourgain	3
+ PDF Chat	Roth’s theorem in the primes	2005	Ben Green	3
+	Roth’s theorem on progressions revisited	2008	Jean Bourgain	3
+	Integer Sets Containing No Arithmetic Progressions	1987	D. R. Heath‐Brown	3
+ PDF Chat	On Roth's theorem on progressions	2011	Tom Sanders	3
+ PDF Chat	Restriction theory of the Selberg sieve, with applications	2006	Ben Green Terence Tao	3
+	Small values ofn 2α (mod 1)	1995	Alexandru Zaharescu	2
+ PDF Chat	On arithmetic structures in dense sets of integers	2002	Ben Green	2
+ PDF Chat	Polynomial extensions of van der Waerden’s and Szemerédi’s theorems	1996	Vitaly Bergelson A. Leibman	2
+	On the exponential sum over k–free numbers	1998	Jörg Brüdern Andrew Granville Alberto Perelli R. C. Vaughan Trevor D. Wooley	2
+ PDF Chat	Linear equations in primes	2010	Ben Green Terence Tao	2
+	Ergodic behavior of diagonal measures and a theorem of Szemerédi on arithmetic progressions	1977	Harry Furstenberg	2
+	On Λ(p)-subsets of squares	1989	Jean Bourgain	2
+	On a diagonal quadric in dense variables	2013	Eugen Keil	2
+	On a theorem in the additive theory of numbers due to evelyn and linfoot	1948	L. Mirsky	1
+ PDF Chat	The ergodic theoretical proof of Szemerédi’s theorem	1982	Hillel Fürstenberg Yitzhak Katznelson Donald Ornstein	1
+	On a Problem in the Additive Theory of Numbers	1931	C. J. A. Evelyn E. H. Linfoot	1
+ PDF Chat	Application of the circle method on multidimensional limit-periodic functions	2011	Eugen Keil	1
+	A new proof of Szemerédi's theorem	2001	W. T. Gowers	1
+	Diophantine inequalities	1997	R. C. Vaughan	1
+	The quadratic form in 9 prime variables	2014	Lilu Zhao	1
+	Exponential sums and additive problems involving square-free numbers	1999	Jörg Brüdern Alberto Perelli	1
+	Fourier transform restriction phenomena for certain lattice subsets and applications to nonlinear evolution equations	1993	Jean Bourgain	1
+ PDF Chat	On sets of integers containing k elements in arithmetic progression	1975	Endre Szemerédi	1
+ PDF Chat	Diophantine approximations	1987	Paul Vojta	1
+	Area, Lattice Points, and Exponential Sums	1996	M. N. Huxley	1
+	Translation invariant quadratic forms in dense sets	2013	Eugen Keil	1
+ PDF Chat	A new form of the circle method, and its application to quadratic forms.	1996	D. R. Heath‐Brown	1
+	None	2001	Antal Balog Imre Z. Ruzsa	1
+ PDF Chat	The <i>L</i> <sup>1</sup> mean of Exponential Sums over Primes	1988	R. C. Vaughan	1
+	A Birch–Goldbach theorem	2010	Jörg Brüdern Rainer Dietmann J. Y. Liu Trevor D. Wooley	1
+	ON THE EXPONENTIAL SUM WITH SQUARE-FREE NUMBERS	2005	D. I. Tolev	1
+ PDF Chat	The exponential sum over squarefree integers	2004	Jan‐Christoph Schlage‐Puchta	1
+ PDF Chat	On difference sets of sequences of integers. III	1978	Andràs Sárközy	1
+ PDF Chat	Bihomogeneous forms in many variables	2014	Damaris Schindler	1
+	Systems of rational quadratic forms	2004	Rainer Dietmann	1
+	Integral points on quadrics with prime coordinates	2010	Jianya Liu	1
+	Simultaneous diagonal congruences	1988	Lewis Low Jane Pitman Alison Wolff	1
+	Forms in many variables	1962	B. J. Birch	1
+ PDF Chat	The primes contain arbitrarily long arithmetic progressions	2008	Benjamin Green Terence Tao	1
+	The Hardy-Littlewood Method	1997	R. C. Vaughan	1