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8
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Integers, without large prime factors, in arithmetic progressions, II
– Andrew Granville
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Different Approaches to the Distribution of Primes
– Andrew Granville
- 2009
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Prvosla Obsahuj Libovoln Dlouh Aritmetick Posloupnosti
– Martin Klazar Vod, Martin Klazar
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Asymptotic Density in Combined Number Systems
– Karen Yeats
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3
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The Gelfond-Schnirelman Method In Prime Number Theory
– Igor E. Pritsker
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Typeset by A S-T X RABINOWITSCH REVISITED
– Andrew Granville, Richard A. Mollin
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3
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Rabinowitsch Revisited
– Andrew Granville, Richard A. Mollin
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12
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Explicit Bounds on Exponential Sums and the Scarcity of Squarefree Binomial Coefficients
– Andrew Granville, Olivier Ramaré
- 1996
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1
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The Möbius function and the residue theorem
– Brian Conrad, Keith Conrad
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On the PRIME NUMBER Lemma of Selberg
– Filip Saidak
- 2007
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unknown title
– Triantafyllos Xylouris
- 709
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SHORT EFFECTIVE INTERVALS CONTAINING PRIMES IN ARITHMETIC PROGRESSIONS AND THE SEVEN CUBES PROBLEM
– H. Kadiri
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A modest improvement on the function S(T)
– T. S. Trudgian
- 2010
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1
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COMMON VALUES OF THE ARITHMETIC FUNCTIONS φ AND σ
– Kevin Ford, Florian Luca, Carl Pomerance
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NUCLEI, PRIMES AND THE RANDOM MATRIX CONNECTION
– Frank W. K. Firk, Steven J. Miller
- 2009
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3
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An explicit zero-free region for the Dirichlet L-functions, ArXiv : math.NT/0510570
– H. Kadiri
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Partitions of Planar Sets Into Small Triangles
– Kenneth B. Stolarsky, Andrew M. Odlyzko, Andrew M. Odlyzko, Janos Pintz, Janos Pintz
- 1985
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The approximation
– D. Goldfeld
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Nonvanishing of L-functions on ℜ(s) = 1. by
– Peter Sarnak
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