Add to ORKGThis thesis project is dedicated to the study of some p-adic locally analytic objects which are classically de fined on a neighborhood of Zp in Cp, such as Morita's Gamma-function, the p-adic Riemann zeta function , and Kubota-Leopoldt's L-functions, and to the possibility of extending them to a neighborhood of all of Qp in Cp
Here we give a proof of the $p$-portion of a conjecture of Gross over the global function fields of ...
In this work we generalize the construction of p-adic anticyclotomic L-functions associated to an el...
For a prime p and a positive integer n, the standard zeta function L_F (s) is considered, attachedto...
In this paper, we introduce the ρ , q -analog of the p-adic factorial function. By utili...
In this thesis, we develop the Kubota-Leopoldt Riemann zeta function in the p-adic integers. We foll...
For a prime p and a positive integer n, the standard zeta function LF (s) is consid- ered, attached ...
International audienceWe present in this note a definition of zeta function of the field $\Qbb$ whic...
We are studing Galois actions on fundamental groups. Using towers of coverings we construct measures...
We are studing Galois actions on fundamental groups. Using towers of coverings we construct measures...
AbstractIn a recent paper (Buium et al., 2011 [3]), Buium et al. proved that f is a locally analytic...
This introduction to recent work in p-adic analysis and number theory will make accessible to a rela...
We define a p-adic character to be a continuous homomorphism from 1 + tFq[[t]] to ℤ*p. For p > 2,...
We define a p-adic character to be a continuous homomorphism from 1 + tFq[[t]] to ℤ*p. For p > 2,...
Here we give a proof of the $p$-portion of a conjecture of Gross over the global function fields of ...
In this thesis we present the results of four years of research on some aspects of p-adic geometry. ...
Here we give a proof of the $p$-portion of a conjecture of Gross over the global function fields of ...
In this work we generalize the construction of p-adic anticyclotomic L-functions associated to an el...
For a prime p and a positive integer n, the standard zeta function L_F (s) is considered, attachedto...
In this paper, we introduce the ρ , q -analog of the p-adic factorial function. By utili...
In this thesis, we develop the Kubota-Leopoldt Riemann zeta function in the p-adic integers. We foll...
For a prime p and a positive integer n, the standard zeta function LF (s) is consid- ered, attached ...
International audienceWe present in this note a definition of zeta function of the field $\Qbb$ whic...
We are studing Galois actions on fundamental groups. Using towers of coverings we construct measures...
We are studing Galois actions on fundamental groups. Using towers of coverings we construct measures...
AbstractIn a recent paper (Buium et al., 2011 [3]), Buium et al. proved that f is a locally analytic...
This introduction to recent work in p-adic analysis and number theory will make accessible to a rela...
We define a p-adic character to be a continuous homomorphism from 1 + tFq[[t]] to ℤ*p. For p > 2,...
We define a p-adic character to be a continuous homomorphism from 1 + tFq[[t]] to ℤ*p. For p > 2,...
Here we give a proof of the $p$-portion of a conjecture of Gross over the global function fields of ...
In this thesis we present the results of four years of research on some aspects of p-adic geometry. ...
Here we give a proof of the $p$-portion of a conjecture of Gross over the global function fields of ...
In this work we generalize the construction of p-adic anticyclotomic L-functions associated to an el...
For a prime p and a positive integer n, the standard zeta function L_F (s) is considered, attachedto...