SU\G(𝔸)/K·U

On the Number of the Primes in an Arithmetic Progression

Tikao Tatuzawa

Type: Article

Publication Date: 1951-01-01

Citations: 10

DOI: https://doi.org/10.4099/jjm1924.21.0_93

Locations

  • Japanese Journal of Mathematics - View - PDF

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Works That Cite This (9)

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+ The Waring–Goldbach problem for cubes with an almost prime 2019 Koichi Kawada
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+ PDF Chat SOME DIVISIBILITY PROPERTIES OF THE EULER FUNCTION 2005 William D. Banks
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+ Primes in progressions to prime-power modulus 1972 P. X. Gallagher
+ PDF Chat GOLDBACH REPRESENTATIONS IN ARITHMETIC PROGRESSIONS AND ZEROS OF DIRICHLET <i>L</i> ‐FUNCTIONS 2018 Gautami Bhowmik
Karin Halupczok
Kohji Matsumoto
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+ PDF Chat On the Product of <i>L</i>(1, χ) 1953 Tikao Tatuzawa
+ Weitere, mit einer Methode von Erdös‐Prachar erzielte Ergebnisse 1961 Wolfgang Schwarz
+ PDF Chat On the zeros of Dirchlet's $L$-functions 1950 Tikao Tatuzawa
+ PDF Chat On prime vs. prime power pairs 2019 Yuta Suzuki
+ The Thirties 2011 Władysław Narkiewicz

Works Cited by This (8)

Action Title Year Authors
+ Handbuch der Lehre von der Verteilung der Primzahlen 1911 Edmund Landau
+ PDF Chat On the zeros of Dirchlet's $L$-functions 1950 Tikao Tatuzawa
+ On the Number of Primes in an Arithmetic Progression 1935 Aurel Page
+ PDF Chat Über einige Summen, die von den Nullstellen der Riemann'schen Zetafunktion abhängen 1912 Edmund Landau
+ AN IMPROVEMENT OF VINOGRADOV'S MEAN-VALUE THEOREM AND SEVERAL APPLICATIONS 1949 Loo-Keng Hua
+ PDF Chat A Divisor Problem involving Prime Numbers 1951 Kanesiroo Iseki
+ On Goldbach-Vinogradov's Theorem 1947 N. Tchudakoff
+ ON ζ(<i>s</i>) AND π(<i>x</i>) 1938 E. C. Titchmarsh