International audienceWe present in this note a definition of zeta function of the field $\Qbb$ which incorporates all $p$-adic L-functions of Kubota-Leopoldt for all $p$ and also so called Soul\'e classes of the field $\Qbb$. This zeta function is a measure, which we construct using the action of the absolute Galois group $G_\Qbb$ on fundamental groups.}\abstract{We present in this note a definition of zeta function of the field $\Qbb$ which incorporates all $p$-adic L-functions of Kubota-Leopoldt for all $p$ and also so called Soul\'e classes of the field $\Qbb$. This zeta function is a measure, which we construct using the action of the absolute Galois group $G_\Qbb$ on fundamental groups
PhDMathematicsUniversity of Michigan, Horace H. Rackham School of Graduate Studieshttp://deepblue.li...
Since a zeta function of a regular graph was introduced by Ihara [Y. Ihara, On discrete subgroups of...
Recently in [4], we have investigated several zeta functions associated to finite groups and introdu...
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...
In this thesis, we develop the Kubota-Leopoldt Riemann zeta function in the p-adic integers. We foll...
Here we give a proof of the $p$-portion of a conjecture of Gross over the global function fields of ...
Here we give a proof of the $p$-portion of a conjecture of Gross over the global function fields of ...
This book provides a systematic account of several breakthroughs in the modern theory of zeta functi...
AbstractLet r be a power of a prime number p, Fr be the finite field of r elements, and Fr[T] be the...
AbstractSince a zeta function of a regular graph was introduced by Ihara [Y. Ihara, On discrete subg...
For a prime p and a positive integer n, the standard zeta function LF (s) is consid- ered, attached ...
We study zeta functions enumerating finite-dimensional irreducible complex linear representationsof ...
p-adic L-functions are variants of the classical L-functions, with a p-adic domain instead of the co...
AbstractThe object of this paper is to identify the divided power series corresponding to the zeta m...
PhDMathematicsUniversity of Michigan, Horace H. Rackham School of Graduate Studieshttp://deepblue.li...
Since a zeta function of a regular graph was introduced by Ihara [Y. Ihara, On discrete subgroups of...
Recently in [4], we have investigated several zeta functions associated to finite groups and introdu...
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...
In this thesis, we develop the Kubota-Leopoldt Riemann zeta function in the p-adic integers. We foll...
Here we give a proof of the $p$-portion of a conjecture of Gross over the global function fields of ...
Here we give a proof of the $p$-portion of a conjecture of Gross over the global function fields of ...
This book provides a systematic account of several breakthroughs in the modern theory of zeta functi...
AbstractLet r be a power of a prime number p, Fr be the finite field of r elements, and Fr[T] be the...
AbstractSince a zeta function of a regular graph was introduced by Ihara [Y. Ihara, On discrete subg...
For a prime p and a positive integer n, the standard zeta function LF (s) is consid- ered, attached ...
We study zeta functions enumerating finite-dimensional irreducible complex linear representationsof ...
p-adic L-functions are variants of the classical L-functions, with a p-adic domain instead of the co...
AbstractThe object of this paper is to identify the divided power series corresponding to the zeta m...
PhDMathematicsUniversity of Michigan, Horace H. Rackham School of Graduate Studieshttp://deepblue.li...
Since a zeta function of a regular graph was introduced by Ihara [Y. Ihara, On discrete subgroups of...
Recently in [4], we have investigated several zeta functions associated to finite groups and introdu...