Additive representation in thin sequences, VI: Representing primes, and related problems

Jörg Brüdern, Kiyokazu Kawada, Trevor D. Wooley

Type: Article

Publication Date: 2002-09-01

Citations: 1

DOI: https://doi.org/10.1017/s00170895020201417

Similar Works

Action	Title	Year	Authors
+ PDF Chat	Additive representation in thin sequences, III: asymptotic formulae	2001	Jörg Brüdern Kiyokazu Kawada Trevor D. Wooley
+ PDF Chat	Additive representation in thin sequences, VI: representing primes, and related problems	2002	J. Brdern K. Kawada Trevor D. Wooley
+	Sequences with Many Primes	1992	Robin Forman
+	Sequences with Many Primes	1992	Robin Forman
+	?-Sequences and their arithmetic	1986	Alexander Ulanovskii
+	Problems and results on additive properties of general sequences, V	1986	P. Erd�s A. S�rk�zy Vera T. S�s
+	Additive representations of integers	1998	Takashi Agoh
+	Narrow Progressions in the Primes	2015	Terence Tao Tamar Ziegler
+ PDF Chat	Prime-like sequences	1988	Hugh L. Montgomery
+	Primes in arithmetic progressions: II	2006	Hugh L. Montgomery R. C. Vaughan
+	On additive representations of integers, III	1983	Andràs Sárközy
+	An additive problem with prime numbers from a thin set	1997	Angel Kumchev D. I. Tolev
+	Additive representations of natural numbers	2022	Huixi Li
+	Additive Polynomials	1998	David A. Goss
+	Additive polynomials	1954	G. Whaples
+	The sequence of primes	1965	S. Ducray
+	Counting primes	2023	James Maynard
+	Approximations for Prime Numbers and Superposition of Integer Sequences II	2015	Edigles Guedes
+ PDF Chat	Structures in additive sequences	2018	Borys Kuca
+	Supplement VI. Primes in arithmetic progressions	1999	Peter Gustav Lejeune Dirichlet R. Dedekind

Action	Title	Year	Authors
+	ADDITIVE REPRESENTATION IN THIN SEQUENCES, VIII: DIOPHANTINE INEQUALITIES IN REVIEW	2009	Jörg Brüdern Koichi Kawada Trevor D. Wooley

Action	Title	Year	Authors