Zero sums in finite cyclic groups.
Zero-cycles and rational points on some surfaces over a global function field
Zéro-cycles de degré 1 sur les solides de Poonen
B. Poonen a récemment exhibé des exemples de variétés projectives et lisses de dimension 3 sur un corps de nombres qui n’ont pas de point rationnel et pour lesquelles il n’y a pas d’obstruction de Brauer–Manin après revêtement fini étale. Je montre que les variétés qu’il construit possèdent des zéro-cycles de degré 1.
Zero-cycles on products of elliptic curves over p-adic fields
Zero-cycles on quadric fibrations: Finiteness theorems and the cycle map.
Zero-cycles on quadric fibrations: Finiteness theorems and the cycle map (Erratum).
Zero-density estimate for modular form L-functions in weight aspect
Zero-density estimate of L-functions attached to Maass forms
Zero-density estimates for L-functions
Zeroing the baseball indicator and the chirality of triples.
Zero-nonzero patterns for nilpotent matrices over finite fields.
Zeros and poles of Dirichlet series
Under certain mild analytic assumptions one obtains a lower bound, essentially of order , for the number of zeros and poles of a Dirichlet series in a disk of radius . A more precise result is also obtained under more restrictive assumptions but still applying to a large class of Dirichlet series.
Zéros communs à deux formes quadratiques
Zéros communs non singuliers de deux formes quadratiques
Zéros communs non singuliers de deux formes quadratiques
Zéros de fonctions entières et hypersurfaces algébriques.
Zéros de suites récurrentes linéaires
Zeros of Dirichlet -functions
Zeros of Dirichlet L-series on the critical line
Introduction. In 1974, N. Levinson showed that at least 1/3 of the zeros of the Riemann ζ-function are on the critical line ([19]). Today it is known (Conrey, [6]) that at least 40.77% of the zeros of ζ(s) are on the critical line and at least 40.1% are on the critical line and are simple. In [16] and [17], Hilano showed that Levinson's original result is also valid for Dirichlet L-series. This paper is a shortened version of parts of the dissertation [3], the full details of...
Zeros of Dirichlet series with periodic coefficients