Arithmetical functions / K. Chandrasekharan.
Series Grundlehren der mathematischen Wissenschaften in Einzeldarstellungen mit besonderer Berücksichtigung der Anwendungsgebiete: Bd. 167.Editor: New York : Springer-Verlag, 1970Descripción: xi, 231 p. ; 24 cmOtra clasificación: 10.43Capítulos: I. The prime number theorem and Selberg's methodII. The zeta-function of RiemannIII. Littlewood's theorem and Weyl's methodIV. Vinogradov's methodV. Theorems of Hoheisel and of InghamVI. Dirichlet's $L$-functions and Siegel's theoremVII. Theorems of Hardy-Ramanujan and of Rademacher on the partition functionVIII. Dirichlet's divisor problem.
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Instituto de Matemática, CONICET-UNS | Libros ordenados por tema | 11 C456 (Browse shelf) | Available | A-3687 |
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| 11 C344 An introduction to the geometry of numbers / | 11 C344r Rational quadratic forms / | 11 C344r Rational quadratic forms / | 11 C456 Arithmetical functions / | 11 C556 On representation of integers by binary quadratic forms in algebraic number fields / | 11 C6785 A second course in number theory / | 11 D347 Carrés magiques / |
Bibliografía: p. [229]
Según el autor, es una secuela a su Introduction to analytic number theory, Berlin : Springer, 1968.
Capítulos: I. The prime number theorem and Selberg's method -- II. The zeta-function of Riemann -- III. Littlewood's theorem and Weyl's method -- IV. Vinogradov's method -- V. Theorems of Hoheisel and of Ingham -- VI. Dirichlet's $L$-functions and Siegel's theorem -- VII. Theorems of Hardy-Ramanujan and of Rademacher on the partition function -- VIII. Dirichlet's divisor problem.
MR, 43 #3223
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