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Titlebook: Analytic Number Theory; Proceedings of a Con Bruce C. Berndt,Harold G. Diamond,Adolf Hildebrand Conference proceedings 1990 Birkh?user Bost

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發(fā)表于 2025-3-21 16:24:49 | 只看該作者 |倒序?yàn)g覽 |閱讀模式
期刊全稱Analytic Number Theory
期刊簡稱Proceedings of a Con
影響因子2023Bruce C. Berndt,Harold G. Diamond,Adolf Hildebrand
視頻videohttp://file.papertrans.cn/157/156534/156534.mp4
學(xué)科分類Progress in Mathematics
圖書封面Titlebook: Analytic Number Theory; Proceedings of a Con Bruce C. Berndt,Harold G. Diamond,Adolf Hildebrand Conference proceedings 1990 Birkh?user Bost
影響因子On April 25-27, 1989, over a hundred mathematicians, including eleven from abroad, gathered at the University of Illinois Conference Center at Allerton Park for a major conference on analytic number theory. The occa- sion marked the seventieth birthday and impending (official) retirement of Paul T. Bateman, a prominent number theorist and member of the mathe- matics faculty at the University of Illinois for almost forty years. For fifteen of these years, he served as head of the mathematics department. The conference featured a total of fifty-four talks, including ten in- vited lectures by H. Delange, P. Erdos, H. Iwaniec, M. Knopp, M. Mendes France, H. L. Montgomery, C. Pomerance, W. Schmidt, H. Stark, and R. C. Vaughan. This volume represents the contents of thirty of these talks as well as two further contributions. The papers span a wide range of topics in number theory, with a majority in analytic number theory.
Pindex Conference proceedings 1990
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On the Number of Partitions of n Without a Given Subsum, II,part is allowed to occur at most once) with the same property. In a preceding paper, we considered .(.) and .(.) for ., where λ. is a small constant. Here we study the case .. The behaviour of these quantities depends on the size of ., but also on the size of .(.), the smallest positive integer whic
地板
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On Gaps between Squarefree Numbers,h that for . sufficiently large, there is a squarefree number in the interval (. + .]. This problem was originally investigated by Fogels [3]; he showed that for every ∈ > 0, . = .. is admissible. Later Roth [9] reported elementary arguments of Davenport and Estermann showing respectively that one c
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Some Arithmetical Semigroups,integer by truncation, i. e., by . we no longer have an associative multiplication. For example (3 x (5 x 7)) = 234. It would seem exceptional to find associativity in operations whose definition involves truncation. Our object is to study several such exceptional operations.
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Lower Bounds for Least Quadratic Non-Residues,independently showed that .; in other words, there are infinitely many primes . such that . for some absolute constant .. In 1971, Montgomery showed that if the Generalized Riemann Hypothesis is true, then
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Conference proceedings 1990n Park for a major conference on analytic number theory. The occa- sion marked the seventieth birthday and impending (official) retirement of Paul T. Bateman, a prominent number theorist and member of the mathe- matics faculty at the University of Illinois for almost forty years. For fifteen of thes
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