Christopher Donnay

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Common Coauthors
Commonly Cited References
Action Title Year Authors # of times referenced
+ Introduction to Quadratic Forms over Fields 2004 T. Y. Lam
3
+ PDF Chat p-adic Numbers, p-adic Analysis, and Zeta-Functions 1977 Neal Koblitz
2
+ PDF Chat Quotients of Gaussian Primes 2013 Stephan Ramon Garcia
2
+ A Course in Arithmetic 1973 Jean Pierre Serre
2
+ PDF Chat On ratio sets of natural numbers 1969 Tibor Šalát
2
+ Light Subsets of N with Dense Quotient Sets 2009 Shawn Hedman
David A. Rose
2
+ PDF Chat On estimations of dispersion of ratio block sequences 2009 József Bukor
Péter Csiba
2
+ Arithmetics of binary quadratic forms, symmetry of their continued fractions and geometry of their de Sitter world 2003 Vladimir I. Arnold
2
+ Quotients of Primes 1993 David Hobby
D. M. Silberger
2
+ On Accumulation Points of Ratio Sets of Positive Integers 1996 József Bukor
János T. Tóth
2
+ Answers to Two Questions Concerning Quotients of Primes 1995 Paolo Starni
2
+ Quotients of Fibonacci Numbers 2016 Stephan Ramon Garcia
Florian Luca
2
+ Sets of positive integers with prescribed values of densities 2002 Ladislav Mišík
2
+ Remarks on the $(R)$-density of sets of numbers. II 1997 József Bukor
Pál Erdös
Tibor Šalát
János T. Tóth
2
+ On the p-adic denseness of the quotient set of a polynomial image 2018 Piotr Miska
Nadir Murru
Carlo Sanna
2
+ Four Quotient Set Gems 2014 B. C. Brown
Michael Dairyko
Stephan Ramon Garcia
Bob Lutz
Michael Someck
2
+ PDF Chat p-Adic Denseness of Members of Partitions of $$\pmb {\mathbb {N}}$$N and Their Ratio Sets 2019 Piotr Miska
Carlo Sanna
2
+ Quotient Sets and Diophantine Equations 2011 Stephan Ramon Garcia
Vincent Selhorst-Jones
Daniel E. Poore
Noah Simon
2
+ Corrigendum to the paper "On ratio sets of sets of natural numbers" 1970 Tibor Šalát
2
+ PDF Chat Quotients of primes in an algebraic number ring 2018 Brian D. Sittinger
1
+ Quotients of Primes 1993 David Hobby
D. M. Silberger
1
+ Démonstration d'un théorème d'arithmétique 1887 Eugène Catalan
1
+ GoNI: Primes Represented by Binary Quadratic Forms. 2013 Pete L. Clark
Jacob Hicks
Hans Parshall
Katherine Thompson
1
+ PDF Chat Moments of moments of primes in arithmetic progressions 2023 Régis de la Bretèche
Daniel Fiorilli
1
+ PDF Chat THE QUOTIENT SET OF -GENERALISED FIBONACCI NUMBERS IS DENSE IN 2017 Carlo Sanna
1
+ Rational Quadratic Forms 1982 J. W. S. Cassels
1
+ Binary Quadratic Forms: Classical Theory and Modern Computations 1989 Duncan A. Buell
1
+ PDF Chat Quadratic forms that represent almost the same primes 2007 John Voight
1
+ PDF Chat Integers represented by positive ternary quadratic forms 1927 L. E. Dickson
1
+ PDF Chat Higher composition laws I: A new view on Gauss composition, and quadratic generalizations 2004 Manjul Bhargava
1
+ PDF Chat Corrigendum to Theorem 5 of the paper ``Asymptotic density of A\subset N and density of the ratio set R(A) (Acta Arith. 87 (1998), 67–78) 2002 Oto Strauch
János T. Tóth
1
+ PDF Chat p-adic Numbers, p-adic Analysis, and Zeta-Functions 1984 Neal Koblitz
1
+ PDF Chat Quadratic Forms Representing All Odd Positive Integers 2014 Jeremy Rouse
1
+ Algebraic Number Theory 1999 Jürgen Neukirch
1
+ PDF Chat Asymptotic density of A⊂ ℕ and density of the ratio set R(A) 1998 Oto Strauch
János T. Tóth
1
+ PDF Chat Primes of the form x2 + ny2: Fermat, class field theory, and complex multiplication 1990 David A. Cox
1
+ Answers to Two Questions Concerning Quotients of Primes 1995 Paolo Starni
1
+ SETS WITH PRESCRIBED ARITHMETIC DENSITIES 2008 Florian Luca
Carl Pomerance
1
+ PDF Chat $p$-adic quotient sets 2017 Stephan Ramon Garcia
Yu Xuan Hong
Florian Luca
Elena Pinsker
Carlo Sanna
Evan Schechter
Adam Starr
1