Quelques travaux récents en théorie des nombres transcendants
Ramanujan's unpublished manuscript on the partition and tau functions with proofs and commentary.
Recent progress in the theory of L-functions
Remarks on the paper "Sur certaines hypothèses concernant les nombres premiers"
Répartition des zéros des fonctions et matrices aléatoires
Report on Igusa's local zeta function
Résultats et problèmes en théorie des nombres
Résultats sur la théorie des corps de classe
Rosen fractions and Veech groups, an overly brief introduction
We give a very brief, but gentle, sketch of an introduction both to the Rosen continued fractions and to a geometric setting to which they are related, given in terms of Veech groups. We have kept the informal approach of the talk at the Numerations conference, aimed at an audience assumed to have heard of neither of the topics of the title.The Rosen continued fractions are a family of continued fraction algorithms, each gives expansions of real numbers in terms of elements of a corresponding algebraic...
Some problems in number theory, combinatorics and combinatorial geometry.
Some Recent Developments in three Classical Problems of Number Theory.
Some results and problems in number theory
Some solved and unsolved problems in combinatorial number theory, ii
In an earlier paper [9], the authors discussed some solved and unsolved problems in combinatorial number theory. First we will give an update of some of these problems. In the remaining part of this paper we will discuss some further problems of the two authors.
Some solved and unsolved problems in combinatorial number theory
Study of rational cubic forms via the circle method [after D.R. Heath-Brown, C. Hooley, and R.C. Vaughan]
Subconvexity for the Riemann zeta-function and the divisor problem
Sur certaines hypothèses concernant les nombres premiers
Sur la régularité des fonctions additives
Tests de primalité d'après Adleman, Rumely, Pomerance et Lenstra
The 3rd Czech and Polish Conference on Number Theory. Problem session