This collection of research papers, originally published in 1985, brings together twelve articles by distinguished contributors.Hinweis: Dieser Artikel kann nur an eine deutsche Lieferadresse ausgeliefert werden.
* Preface * A New Application of the Sieve to Probabilistic Number Theory (Krishnaswami Alladi) * On the Distribution of the Zeros of the Riemann Zeta-Function (J. B. Conrey) * Remarks on the Difference of Consecutive Numbers Prime to q (Harold G. Diamond and Jeffrey D. Vaaler) * Some Solved and Unsolved Problems of Mine in Number Theory (Paul Erdös) * Gaps in Certain Sequences (John B. Friedlander) * Prime Numbers and the Pair Correlation of Zeros of the Zeta-Function (D. A. Goldston) * A Formula of Landau and Mean Values of ζ(s) (S. M. Gonek) * Large Values of the Riemann Zeta-Function (S. W. Graham) * On the Zeros (à la Salberg) of Dirichlet Series Attached to Certain Cusp Forms (James Lee Hafner) * Lectures on the Linear Sieve (H. Halberstam) * Promenade along Modular Forms and Analytic Number Theory (Henryk Iwaniec) * The Distribution of r-Free Integers in Arithmetic Progressions (Kevin S. McCurley)
* Preface * A New Application of the Sieve to Probabilistic Number Theory (Krishnaswami Alladi) * On the Distribution of the Zeros of the Riemann Zeta-Function (J. B. Conrey) * Remarks on the Difference of Consecutive Numbers Prime to q (Harold G. Diamond and Jeffrey D. Vaaler) * Some Solved and Unsolved Problems of Mine in Number Theory (Paul Erdös) * Gaps in Certain Sequences (John B. Friedlander) * Prime Numbers and the Pair Correlation of Zeros of the Zeta-Function (D. A. Goldston) * A Formula of Landau and Mean Values of ζ(s) (S. M. Gonek) * Large Values of the Riemann Zeta-Function (S. W. Graham) * On the Zeros (à la Salberg) of Dirichlet Series Attached to Certain Cusp Forms (James Lee Hafner) * Lectures on the Linear Sieve (H. Halberstam) * Promenade along Modular Forms and Analytic Number Theory (Henryk Iwaniec) * The Distribution of r-Free Integers in Arithmetic Progressions (Kevin S. McCurley)
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