A <span class="mathjax-formula">$C^\infty $</span> logarithmic Dolbeault complex

In Section 2 of the present work, we shall give a geometric characterization of extremal functions in A-n and some conditions relating them to contractive

where a ' is an admissible generic representation of GL^. We shall denote its central character by c^cr'.. Each integral converges in some [5, ^) domain and admit a

[4] NARASIMHAN (R.), Introduction to the theory of analytic spaces. Lecture Notes in Mathematics, Vol. J.), Sur la divisibilite des fonctions de classe C par les fonctions

We shall denote by Li(G) the Banach algebra of bounded Radon measures on G which are absolutely continuous with respect to the Haar measure of G; X(G)cL,(G) will denote the space

Using the congruence formula with the classical L-functions, Goss has provided [G4] lower bounds for orders of vanishing of these zeta functions at the negative

elementary method to give a sharper asymptotic formula for the first power mean of the inversion of Dirichlet’s L-functions.. This paper, using the elementary method and

We prove that the -çe-adic L-function interpolates the critical values of the classical zeta function of the twists of our form by finite characters of conductor

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