SU\G(𝔾)/K·U

On the remainder term of the prime number formula I. On a problem of Littlewood

J. Pintz

Type: Article

Publication Date: 1980-01-01

Citations: 18

DOI: https://doi.org/10.4064/aa-36-4-341-365

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Works That Cite This (17)

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+ PDF Chat Generalized Euler constants 2008 Harold G. Diamond
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+ PDF Chat Density estimates for the zeros of the Beurling ζ function in the critical strip 2022 Szilård Gy. Révész
+ PDF Chat On the Mean Value of Arithmetic Error Terms 2022 J. Pintz
+ PDF Chat Oscillation of the Remainder Term in the Prime Number Theorem of Beurling, “Caused by a Given ζ-Zero” 2022 SzilĂĄrd Gy. RĂ©vĂ©sz
+ The Method of Pintz for the Ingham Question About the Connection of Distribution of ζ-Zeroes and Order of the Error in the PNT in the Beurling Context 2024 Szilård Gy. Révész
+ PDF Chat Landau’s problems on primes 2009 J. Pintz
+ PDF Chat ${\varOmega }$-result for the remainder term in Beurling’s prime number theorem for well-behaved integers 2023 Titus Hilberdink
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+ Oscillatory properties of the remainder term of the prime number formula 1983 J. Pintz
+ Distribution of Beurling primes and zeroes of the Beurling zeta function I. Distribution of the zeroes of the zeta function of Beurling 2020 Szilård Gy. Révész
+ PDF Chat Oscillations of the error term in the prime number theorem 2018 Jan‐Christoph Schlage‐Puchta

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