Claudia Spiro

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All published works

Action	Title	Year	Authors
+ PDF Chat	On three consecutive prime-gaps	2017	Claudia Spiro
+	Additive uniqueness sets for arithmetic functions	1992	Claudia Spiro
+	The Probability that the Number of Groups of Squarefree Order is Two More than a Fixed Prime	1990	Claudia Spiro
+	On the Normal Behavior of the Iterates Of some Arithmetic Functions	1990	Paul Erdős Andew Granvilie Carl Pomerance Claudia Spiro
+ PDF Chat	Frequency of coprimality of the values of a polynomial and a prime-independent multiplicative function	1986	Claudia Spiro
+ PDF Chat	An iteration problem involving the divisor function	1986	Claudia Spiro
+	The Lore of Prime Numbers.	1985	Claudia Spiro George P. Loweke
+	<i>The Lore of Prime Numbers</i>. By George P. Loweke	1985	Claudia Spiro
+	How often is the number of divisors of n a divisor of n?	1985	Claudia Spiro
+	How Often Does the Number of Divisors of an Integer Divide Its Successor?	1985	Claudia Spiro
+ PDF Chat	Extensions of some formulae of A. Selberg	1985	Claudia Spiro

Common Coauthors

Coauthor	Papers Together
Andew Granvilie	1
Carl Pomerance	1
Paul Erdös	1
George P. Loweke	1

Commonly Cited References

Action	Title	Year	Authors	# of times referenced
+ PDF Chat	Frequency of coprimality of the values of a polynomial and a prime-independent multiplicative function	1986	Claudia Spiro	2
+	How Often Does the Number of Divisors of an Integer Divide Its Successor?	1985	Claudia Spiro	2
+	On the number of restricted prime factors of an integer. II	1979	Karl K. Norton	2
+ PDF Chat	On the distribution of the k-free integers in residue classes	1963	Eckford Cohen Richard Robinson	1
+	Fundamentals of number theory	1977	W. J. LeVeque	1
+	Introduction to modern prime number theory	1952	T. Estermann	1
+ PDF Chat	Sur la distribution des zéros de la fonction $\zeta(s)$ et ses conséquences arithmétiques	1896	Jacques Hadamard	1
+	The "bounded gaps between primes" Polymath project - a retrospective	2014	D. H. J. Polymath	1
+ PDF Chat	Primes in intervals of bounded length	2015	Andrew Granville	1
+ PDF Chat	Corrigendum to: “What drives an aliquot sequence?” [Math. Comp. 29 (1975), 101–107; MR 52 #5542]	1980	Richard K. Guy J. L. Selfridge	1
+	Le grand crible dans la théorie analytique des nombres	1974	Enrico Bombieri	1
+	ON THE DIFFERENCE BETWEEN CONSECUTIVE PRIMES	1937	A. E. Ingham	1
+ PDF Chat	Oscillation theorems for primes in arithmetic progressions and for sifting functions	1991	John Friedlander Andrew Granville Adolf Hildebrand Helmut Maier	1
+	On Goldbach's Problem : Proof that Almost all Even Positive Integers are Sums of Two Primes	1938	T. Estermann	1
+ PDF Chat	Extensions of some formulae of A. Selberg	1985	Claudia Spiro	1
+	Hilbert's Tenth Problem is Unsolvable	1973	Martin Davis	1
+	Estimates for partial sums of the exponential series	1978	Karl K. Norton	1
+ PDF Chat	On a function connected with 𝜙(𝑛)	1929	S. S. Pillai	1
+ PDF Chat	On the normal number of prime factors of $\phi(n)$	1985	Paul Erdös Carl Pomerance	1
+	On the Number of Restricted Prime Factors of an Integer	2014	Mohamed Mkaouar Walid Wannes	1
+	The Search for Prime Numbers	1982	Carl Pomerance	1
+	More than one third of zeros of Riemann's zeta-function are on σ = 12	1974	Norman Levinson	1
+	The Lore of Prime Numbers.	1985	Claudia Spiro George P. Loweke	1
+	On the Density of the Abundant Numbers	1934	Paul Erdős	1
+ PDF Chat	An introduction to the theory of numbers	1960	G. H. Hardy	1
+ PDF Chat	Small gaps between primes	2014	James Maynard	1
+	The Theory of the Riemann Zeta-Function	1987	E. C. Titchmarsh D. R. Heath‐Brown	1
+ PDF Chat	On the zeros of the Riemann zeta function in the critical strip. II	1982	Richard P. Brent J. Lune H. J. J. te Riele D.T. Winter	1
+ PDF Chat	Bounded gaps between primes	2014	Zhang Yitang	1
+ PDF Chat	Zur additiven Zahlentheorie	1935	Arnold Walfisz	1
+	Introduction to modern prime number theory	1952	H.L. Platzer	1
+	An Arithmetic Function Arising from the φ Function	1943	Harold N. Shapiro	1
+	�ber die kleinste quadratfreie Zahl einer arithmetischen Reihe	1960	P. Erd�s	1
+	Limitations to the Equi-Distribution of Primes I	1989	John Friedlander Andrew Granville	1
+ PDF Chat	The exceptional set of Goldbach's problem	1975	H. Montgomery R. C. Vaughan	1
+	Checking the Goldbach conjecture on a vector computer	1988	Andrew Granville J. van deLune H.J.J. teRiele	1
+ PDF Chat	Number Theory and Applications, 2	2017	Ilya D. Shkredov	1
+	Note on a Paper By L. G. Sathe	1954	Atle Selberg	1
+ PDF Chat	Consecutive primes in tuples	2015	William D. Banks Tristan Freiberg Caroline L. Turnage‐Butterbaugh	1
+	Zur additiven Zahlentheorie	1936	Arnold Walfisz	1
+	Über die Anzahl der als Summe von zwei Quadraten darstellbaren und in einer primen Restklasse gelegenen Zahlen unterhalb einer positiven Schranke. II.	1965	G. J. Rieger	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
+	The arithmetic mean of the divisors of an integer	1981	Paul T. Bateman Paul Erdös Carl Pomerance E. G. Straus	1
+	Probabilistic Number Theory I	1979	P. D. T. A. Elliott	1
+ PDF Chat	On Goldbach's problem	1972	R. C. Vaughan	1
+ PDF Chat	Some remarks on the iterates of the φ and σ functions	1967	Paul Erdös	1
+ PDF Chat	Approximate formulas for some functions of prime numbers	1962	J. Barkley Rosser Lowell Schoenfeld	1
+ PDF Chat	An asymptotic formula for the property (n,f(n)) = 1 for a class of multiplicative functions	1976	E. Scourfield	1
+ PDF Chat	Introduction to Analytic Number Theory	1976	Tom M. Apostol	1
+	Multiplicative Number Theory	1980	H. Davenport	1