J. Richstein

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All published works

Action	Title	Year	Authors
+ PDF Chat	The continuing search for Wieferich primes	2005	Joshua Knauer J. Richstein
+	Solutions of the congruence 𝑎^{𝑝-1}≡1 (mod 𝑝^{𝑟})	2004	Wilfrid Keller J. Richstein
+	Verifying the Goldbach conjecture up to 4⋅10¹⁴	2000	J. Richstein
+	Computing the Number of Goldbach Partitions up to 5 108	2000	J. Richstein
+	Unendliche Geschwisterliebe unter Zahlen oder Die Suche nach den Primzahlzwillingen	1997	J. Richstein

Common Coauthors

Coauthor	Papers Together
Wilfrid Keller	1
Joshua Knauer	1

Commonly Cited References

Action	Title	Year	Authors	# of times referenced
+	The New Book of Prime Number Records	1996	Paulo Ribenboim	3
+	The segmented sieve of eratosthenes and primes in arithmetic progressions to 1012	1977	Carter Bays Richard H. Hudson	2
+	Numerical results on the Goldbach conjecture	1975	Jan Bohman Carl-Erik Fröberg	2
+	New Experimental Results on the Goldbach Conjecture	1965	M. L. Stein P. R. Stein	2
+ PDF Chat	Prime Numbers and Computer Methods for Factorization	1985	Hans Riesel	2
+	Note on the Congruence a p-1 ≡1 (mod p 2 )	1964	Hans Riesel	2
+ PDF Chat	A search for Wieferich and Wilson primes	1997	Richard E. Crandall Karl Dilcher Carl Pomerance	2
+ PDF Chat	The first occurrence of large gaps between successive primes	1973	Richard P. Brent	2
+ PDF Chat	Note on the congruence 𝑎^{𝑝-1}=1 (𝑚𝑜𝑑 𝑝²)	1964	Hans Riesel	2
+	Verifying the Goldbach conjecture up to 4⋅10¹⁴	2000	J. Richstein	2
+ 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	2
+ PDF Chat	New solutions of 𝑎^{𝑝-1}≡1 (mod 𝑝²)	1993	Peter L. Montgomery	2
+ PDF Chat	The first case of Fermat’s last theorem is true for all prime exponents up to 714,591,416,091,389	1988	Andrew Granville Michael Monagan	1
+ PDF Chat	On the Goldbach-Euler Theorem regarding Prime Numbers	1896	J.J. Sylvester	1
+	Prime Numbers: A Computational Perspective	2012	Richard E. Crandall Carl Pomerance	1
+ PDF Chat	Some Computations of Wilson and Fermat Remainders	1958	Carl-Erik Fröberg	1
+ PDF Chat	On the generalized Wieferich criteria	1994	Jiro Suzuki	1
+ PDF Chat	On strong pseudoprimes to several bases	1993	Gerhard Jaeschke	1
+	A course in computational number theory	2000	David M. Bressoud Stan Wagon	1
+	The Congruence 2 p-1 ≡1 (mod p 2 ) for p < 100,000	1960	Sidney Kravitz	1
+ PDF Chat	Checking the odd Goldbach conjecture up to 10²⁰	1998	Yannick Saouter	1
+	Statistics on the First Six Million Prime Numbers	1965	D. S. Fred Joseph Gruenberger G. Armerding	1
+ PDF Chat	On the 𝑝-divisibility of Fermat quotients	1997	R. Ernvall Tauno Metsänkylä	1
+ PDF Chat	Largest known twin primes	1996	Karl‐Heinz Indlekofer Antal A. Járai	1
+ PDF Chat	An upper bound in Goldbach’s problem	1993	Jean-Marc Deshouillérs Andrew Granville Władysław Narkiewicz Carl Pomerance	1
+ PDF Chat	On Fermat’s quotient, base two	1981	D. H. Lehmer	1
+ PDF Chat	Evaluation of Artin’s constant and the twin-prime constant	1961	John W. Wrench	1
+ PDF Chat	The continuing search for Wieferich primes	2005	Joshua Knauer J. Richstein	1
+	On the Congruences (p - 1)! ≡- 1 and 2 p-1 ≡(mod p 2 )	1963	Erna H. Pearson	1
+	Four Tables Concerning the Distribution of Primes	1973	D. S. Sol Weintraub	1
+	New Experimental Results on the Goldbach Conjecture	1965	M. L. Stein P. R. Stein	1
+	Die Darstellung der geraden Zahlen als Summen von zwei Primzahlen	1916	Paul Stäckel	1
+	Checking the Goldbach conjecture on a vector computer	1988	Andrew Granville J. van deLune H.J.J. teRiele	1
+	Tables Concerning the Distribution of Primes up to 37 Millions	1959	J. L. Selfridge D. H. Lehmer	1
+ PDF Chat	The Messenger of Mathematics	1872		1
+	Solutions of the congruence 𝑎^{𝑝-1}≡1 (mod 𝑝^{𝑟})	2004	Wilfrid Keller J. Richstein	1
+	Some computational results regarding the prime numbers below 2,000,000,000	1973	Jan Bohman	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
+	On Fermat's Quotient, Base Two	1981	D. H. Lehmer	1
+	New Solutions of a p - 1 ≡1 (mod p 2 )	1993	Peter L. Montgomery	1
+	The First Case of Fermat's Last Theorem is True for all Prime Exponents up to 714,591,416,091,389	1988	Andrew Granville Michael Monagan	1
+	Catalan's Equation x p - y q = 1 and Related Congruences	1991	M. Aaltonen K. Inkeri	1
+ PDF Chat	The First Occurrence of Large Gaps Between Successive Primes	1973	Richard P. Brent	1
+ PDF Chat	On Strong Pseudoprimes to Several Bases	1993	G Jaeschke	1
+	History of the theory of numbers	1919	L. E. Dickson	1
+ PDF Chat	Checking the Goldbach Conjecture up to 4 ⋅10 11	1993	Matti K. Sinisalo	1
+ PDF Chat	Prime Numbers and Computer Methods for Factorization	1994	Hans Riesel	1
+ PDF Chat	New experimental results concerning the Goldbach conjecture	1998	Jean-Marc Deshouillérs H. J. J. te Riele Yannick Saouter	1
+ PDF Chat	An Introduction To The Theory Of Numbers	2008	G. H. Hardy E. M. Wright	1
+	Checking the Goldbach conjecture up to 4⋅10¹¹	1993	Matti K. Sinisalo	1