A generalization of a problem of Chebyshev
A generalization of Davenport's constant and its arithmetical applications
A generalization of the sizes of differential equations and its applications to -function theory
A proof of Pisot's th root conjecture.
An interval result for the number field v(x,y) function.
Average values of L-series in function fields.
Bounds for the degrees of CM-fields of class number one
Chebotarev formations and quantitative aspects of non-unique factorizations
Cubic norms represented by quadratic sequences
Derived categories and the analytic approach to general reciprocity laws. I.
Derived categories and the analytic approach to general reciprocity laws. III.
Derived categories and the analytic approach to general reciprocity laws. II.
Die galoisschen Gauss΄schen Summen von Hasse
Divisor problems in special sets of positive integers.
Dvě poznámky k teorii číselné
Explicit upper bounds for the average order of and application to class number.
Krein-space operators determined by free product algebras induced by primes and graphs
In this paper, we introduce certain Krein-space operators induced by free product algebras induced by both primes and directed graphs. We study operator-theoretic properties of such operators by computing free-probabilistic data containing number-theoretic data.
Le problème de Lehmer relatif en dimension supérieure
Nous généralisons en dimension supérieure un théorème d’Amoroso et Zannier concernant le problème de Lehmer relatif. Nous minorons la hauteur d’un point d’un tore en fonction de son indice d’obstruction sur , l’extension abélienne maximale de , à condition qu’il ne soit pas contenu dans une sous-variété de torsion de petit degré. Nous en déduisons une minoration du minimum essentiel d’une sous-variété non contenue dans un sous-groupe algébrique propre en fonction de son indice d’obstruction sur...
Local relation of Gauss sums
Localised Bombieri-Vinogradov theorems in imaginary quadratic fields