Publication date
April 2013
DOI Publisher
Wiley Journal
Proceedings of the London Mathematical Society Language
EnglishAbstract
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/135211/1/plms0819.pd
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/135211/1/plms0819.pd
We prove that for a large class of multiplicative functions, referred to as generalized divisor func...
AbstractEstimating the discrepancy of the set of all arithmetic progressions in the first N natural ...
AbstractLet Q={Qj}∞j=0 be a strictly increasing sequence of integers with Q0=1 and such that each Qj...
AbstractIn a recent paper, Granville and Soundararajan (2007) [5] proved an “uncertainty principle” ...
We show that there exists a positive constant C such that the following holds: Given an infinite ari...
Le sujet principal de cette thèse est la distribution des nombres premiers dans les progressions ari...
AbstractIt is conjectured that an integer sequence containing no k consecutive terms of any arithmet...
This paper we discuss a problem on the distribution of prime multiplets in arithmetic prigressions. ...
summary:This article deals with the value distribution of multiplicative prime-in\-de\-pendent arith...
International audienceWe investigate the first moment of primes in progressions $$ \sum_{\substack{q...
investigate the error term of the asymptotic formula for the number of squarefree integers up to som...
: We show that, for any fixed " ? 0, there are asymptotically the same number of integers up to...
The study of the distribution of general multiplicative functions on arithmetic progressions is, lar...
We define a function which correlates the zeros of two Dirichlet L-functions to the modulus q and we...
Gerard and Washington proved that, for k > -1, the number of primes less than xk+1 can be well ap...
We prove that for a large class of multiplicative functions, referred to as generalized divisor func...
AbstractEstimating the discrepancy of the set of all arithmetic progressions in the first N natural ...
AbstractLet Q={Qj}∞j=0 be a strictly increasing sequence of integers with Q0=1 and such that each Qj...
AbstractIn a recent paper, Granville and Soundararajan (2007) [5] proved an “uncertainty principle” ...
We show that there exists a positive constant C such that the following holds: Given an infinite ari...
Le sujet principal de cette thèse est la distribution des nombres premiers dans les progressions ari...
AbstractIt is conjectured that an integer sequence containing no k consecutive terms of any arithmet...
This paper we discuss a problem on the distribution of prime multiplets in arithmetic prigressions. ...
summary:This article deals with the value distribution of multiplicative prime-in\-de\-pendent arith...
International audienceWe investigate the first moment of primes in progressions $$ \sum_{\substack{q...
investigate the error term of the asymptotic formula for the number of squarefree integers up to som...
: We show that, for any fixed " ? 0, there are asymptotically the same number of integers up to...
The study of the distribution of general multiplicative functions on arithmetic progressions is, lar...
We define a function which correlates the zeros of two Dirichlet L-functions to the modulus q and we...
Gerard and Washington proved that, for k > -1, the number of primes less than xk+1 can be well ap...
We prove that for a large class of multiplicative functions, referred to as generalized divisor func...
AbstractEstimating the discrepancy of the set of all arithmetic progressions in the first N natural ...
AbstractLet Q={Qj}∞j=0 be a strictly increasing sequence of integers with Q0=1 and such that each Qj...
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