This collection of research papers, originally published in 1985, brings together twelve articles by distinguished contributors.
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 (s) (S. M. Gonek)
Large Values of the Riemann Zeta-Function (S. W. Graham)
On the Zeros (Ą 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)
Sidney W. Graham is Professor of Mathematics at Central Michigan University. Jeffrey D. Vaaler is Professor of Mathematics at the University of Texas at Austin.
