Evan Schechter

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All published works

Action	Title	Year	Authors
+ PDF Chat	$p$-adic quotient sets	2017	Stephan Ramon Garcia Yu Xuan Hong Florian Luca Elena Pinsker Carlo Sanna Evan Schechter Adam Starr
+	$p$-adic quotient sets	2016	Stephan Ramon Garcia Yu Xuan Hong Florian Luca Elena Pinsker Carlo Sanna Evan Schechter Adam Starr
+	$p$-adic quotient sets	2016	Stephan Ramon Garcia Yu Xuan Hong Florian Luca Elena Pinsker Carlo Sanna Evan Schechter Adam Starr

Common Coauthors

Coauthor	Papers Together
Florian Luca	3
Carlo Sanna	3
Elena Pinsker	3
Adam Starr	3
Yu Xuan Hong	3
Stephan Ramon Garcia	3

Commonly Cited References

Action	Title	Year	Authors	# of times referenced
+	Answers to Two Questions Concerning Quotients of Primes	1995	Paolo Starni	2
+	Quotients of Fibonacci Numbers	2016	Stephan Ramon Garcia Florian Luca	2
+	ARTIN'S CONJECTURE FOR PRIMITIVE ROOTS	1986	D. R. Heath‐Brown	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
+ PDF Chat	On estimations of dispersion of ratio block sequences	2009	József Bukor Péter Csiba	2
+ PDF Chat	The primes contain arbitrarily long arithmetic progressions	2008	Benjamin Green Terence Tao	2
+	Quotient Sets and Diophantine Equations	2011	Stephan Ramon Garcia Vincent Selhorst-Jones Daniel E. Poore Noah Simon	2
+	Characterizing the sum of two cubes.	2003	Kevin Broughan	2
+	SETS WITH PRESCRIBED ARITHMETIC DENSITIES	2008	Florian Luca Carl Pomerance	2
+	Light Subsets of N with Dense Quotient Sets	2009	Shawn Hedman David A. Rose	2
+ PDF Chat	Quotients of Gaussian Primes	2013	Stephan Ramon Garcia	2
+	Not always buried deep: a second course in elementary number theory	2010	Paul Pollack	2
+	1001 problems in classical number theory	2008	Jean-Marie De Koninck Armel Mercier	2
+	Number Theory: An Introduction via the Distribution of Primes	2006	Benjamin Fine Gerhard Rosenberger	2
+	Corrigendum to the paper "On ratio sets of sets of natural numbers"	1970	Tibor Šalát	2
+ PDF Chat	p-adic Numbers, p-adic Analysis, and Zeta-Functions	1984	Neal Koblitz	1
+ PDF Chat	An Introduction To The Theory Of Numbers	2008	G. H. Hardy E. M. Wright	1
+	On Accumulation Points of Ratio Sets of Positive Integers	1996	József Bukor János T. Tóth	1
+ PDF Chat	p-adic Numbers, p-adic Analysis, and Zeta-Functions	1977	Neal Koblitz	1
+	Classical Theory of Algebraic Numbers	2001	Paulo Ribenboim	1
+ PDF Chat	The set of primes dividing the Lucas numbers has density 2<i>∕</i>3	1985	Jeffrey C. Lagarias	1
+ PDF Chat	On Waring’s problem for cubes	1939	H. Davenport	1
+	Density of Prime Divisors of Linear Recurrences	1995	Christian Ballot	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
+	�ber die Dichte der Primzahlenp, f�r die eine vorgegebene ganzrationale Zahla?0 von gerader bzw. ungerader Ordnung mod.p ist	1966	Helmut Hasse	1
+	An Introduction to the Theory of Numbers.	1961	W. J. LeVeque Ivan Niven Herbert S. Zuckerman	1
+	Quotients of Primes	1993	David Hobby D. M. Silberger	1
+ PDF Chat	On ratio sets of natural numbers	1969	Tibor Šalát	1
+ PDF Chat	THE QUOTIENT SET OF -GENERALISED FIBONACCI NUMBERS IS DENSE IN	2017	Carlo Sanna	1
+	Four Quotient Set Gems	2014	B. C. Brown Michael Dairyko Stephan Ramon Garcia Bob Lutz Michael Someck	1
+	An Introduction to the Theory of Numbers. By G. H. Hardy and E. M. Wright. 2nd edition. Pp. xvi, 407 25s. 1945. (Oxford)	1946	T. A. A. B.	1
+	Density of prime divisors of linear recurrences	1995	Christian Ballot	1
+	On Accumulation Points of Ratio Sets of Positive Integers	1996	József Bukor János T. Tóth	1