Upper bounds for prime k -tuples of size log N and oscillations

Christian Elsholtz

Type: Article

Publication Date: 2004-01-01

Citations: 5

DOI: https://doi.org/10.1007/s00013-003-4780-3

Similar Works

Action	Title	Year	Authors
+	Diophantine approximation and prime numbers	1982	Glyn Harman
+ PDF Chat	Bounds for exponential sums	1984	Wolfgang Schmidt
+	Bounds for exponential sums	1957	L. Carlitz Saburoô Uchiyama
+	A Lower Bound for π(n)	1975	Robert E. Dressler
+	On long κ-tuples with few prime factors	2011	Olivier Ramaré
+	Fast approximations of certain number-theoretic constants	2015	E. A. Karatsuba
+	Polylogarithmic inapproximability	2003	Eran Halperin Robert Krauthgamer
+	Polynomial approximation with bounds	1982	Lawrence Zalcman
+ PDF Chat	Approximation in (Poly-) Logarithmic Space	2021	Arindam Biswas Venkatesh Raman Saket Saurabh
+	Lower bounds for linear forms in values of polylogarithms	2005	Tatiana Hessami Pilehrood H. Hessami Pilehrood
+	Diophantine approximations of log 2 and other logarithms	2008	E. S. Salnikova
+	Limits of Polynomial Packings for ℤ p k and 픽 p k .	2021	Jung Hee Cheon Keewoo Lee
+	Diophantine approximation involving primes.	1977
+	Diophantine approximation involving primes.	1977	Ming-Chit Liu
+	The fundamental theorem of best approximation for logarithmic and exponential orders	1981	E. Görlich P. Wallerath
+	Gaps between primes	2019	James Maynard
+	Gaps between primes	2019	James Maynard
+	Report on Diophantine Approximations	2000	Serge Lang
+ PDF Chat	Report on Diophantine Approximations	2000	Serge Lang John Tate
+ PDF Chat	Report on Diophantine approximations	1965	Serge Lang

Action	Title	Year	Authors
+ PDF Chat	Large prime gaps and probabilistic models	2023	William D. Banks Kevin Ford Terence Tao
+ PDF Chat	Quantitative results of the Romanov type representation functions	2023	Yong-Gao Chen Yuchen Ding
+	Extending an Erdős result on a Romanov type problem	2022	Yuchen Ding
+	Sumsets in the set of squares	2024	Christian Elsholtz Lena Wurzinger

Action	Title	Year	Authors
+	Applications of sieve methods to the theory of numbers	1976	C. Hooley
+	On Artin's conjecture.	1967	C. Hooley
+ PDF Chat	On divisors of sums of integers. III	1988	Carl Pomerance Andràs Sárközy C. L. Stewart
+ PDF Chat	The analytic principle of the large sieve	1978	Hugh L. Montgomery
+	The inverse Goldbach problem	2001	Christian Elsholtz
+	Some applications of Montgomery's sieve	1973	R. C. Vaughan
+ PDF Chat	A heuristic asymptotic formula concerning the distribution of prime numbers	1962	Paul T. Bateman Roger A. Horn
+	On additive decompositions of the set of primes	1996	A. Hofmann Dieter Wolke
+ PDF Chat	Some problems of ‘Partitio numerorum’; III: On the expression of a number as a sum of primes	1923	G. H. Hardy J. E. Littlewood
+ PDF Chat	The distribution of sequences in residue classes	2002	Christian Elsholtz