Certain classes of rapidly convergent series representations for L(2n,χ) and L(2n+1,χ)
Certain L-functions at s = 1/2
Introduction. The vanishing orders of L-functions at the centers of their functional equations are interesting objects to study as one sees, for example, from the Birch-Swinnerton-Dyer conjecture on the Hasse-Weil L-functions associated with elliptic curves over number fields. In this paper we study the central zeros of the following types of L-functions: (i) the derivatives of the Mellin transforms of Hecke eigenforms for SL₂(ℤ), (ii) the Rankin-Selberg...
Certain linear combinations of two Pfister forms and the isotropy problem. (Certaines combinaisons linéaires de deux formes de Pfister et le problème d'isotropie.)
Certain L-series of Ranking-Selberg type associated to Siegel modular forms of degree g.
Certain matrices related to Fibonacci sequence having recursive entries.
Certain maximal curves and Cartier operators
Certain mean values and non-vanishing of automorphic L-functions with large level
Certain results involving a class of functions associated with the Hurwitz zeta function.
Certain sums involving inverses of binomial coefficients and some integrals.
Certain unipotent representations of finite Chevalley groups and Picard–Lefschetz monodromy
Certains invariants entiers d' un p-bloc.
Cesàro means related to the square of the divisor function
Chains of factorizations in orders of global fields
Chains of metric invariants over a local field
Changement du corps de base pour les représentations de
Changements de base explicites des représentations supercuspidales de
Soit un corps local non archimédien de caractéristique nulle et de caractéristique résiduelle impaire. On décrit explicitement les changements de base des représentations supercuspidales de . C’est une étape vers la description du changement de base des paquets endoscopiques supercuspidaux de .
Changes of sign of error terms related to Euler's function and to divisor functions.
Changes of sign of error terms related to Euler's function and to divisor functions II
Chapter 15 of Ramanujan's Second Notebook: Part 2, Modular forms
Characerization of a class of distance regular graphs.