AbstractWe give an explicit description of functional equations satisfied by zeta functions on the space of unramified hermitian forms over a p-adic field. Further, as an application, we give explicit expressions of local densities of integral representations of nondegenerate unramified hermitian matrices with entries in the ring of p-adic integers
Stasinski A, Voll C. Representation zeta functions of some nilpotent groups associated to prehomogen...
The obstruction to the local-global principle for a hermitian lattice (L, H) can be quantified by co...
In this article, we study local zeta functions attached to Laurent polynomials over p-adic fields, w...
AbstractWe give an explicit description of functional equations satisfied by zeta functions on the s...
For a prime p and a positive integer n, the standard zeta function LF (s) is consid- ered, attached ...
This book is an introductory presentation to the theory of local zeta functions. Viewed as distribut...
AbstractWe give an explicit formula for local densities of integral representations of nondegenerate...
For a prime p and a positive integer n, the standard zeta function L_F (s) is considered, attachedto...
For a prime p and a positive integer n, the standard zeta function L_F (s) is considered, attachedto...
AbstractWe give an explicit formula for local densities of integral representations of non-degenerat...
AbstractThis paper describes the theory of the Igusa local zeta function associated with a polynomia...
This thesis is devoted to the study of a particular type of zeta function: ask zeta functions associ...
We examine the structure of the coefficient matrix in the functional equation of the zeta distributi...
This survey article aims to provide an introduction to the theory of local zeta functions in the p-a...
AbstractThis paper describes the theory of the Igusa local zeta function associated with a polynomia...
Stasinski A, Voll C. Representation zeta functions of some nilpotent groups associated to prehomogen...
The obstruction to the local-global principle for a hermitian lattice (L, H) can be quantified by co...
In this article, we study local zeta functions attached to Laurent polynomials over p-adic fields, w...
AbstractWe give an explicit description of functional equations satisfied by zeta functions on the s...
For a prime p and a positive integer n, the standard zeta function LF (s) is consid- ered, attached ...
This book is an introductory presentation to the theory of local zeta functions. Viewed as distribut...
AbstractWe give an explicit formula for local densities of integral representations of nondegenerate...
For a prime p and a positive integer n, the standard zeta function L_F (s) is considered, attachedto...
For a prime p and a positive integer n, the standard zeta function L_F (s) is considered, attachedto...
AbstractWe give an explicit formula for local densities of integral representations of non-degenerat...
AbstractThis paper describes the theory of the Igusa local zeta function associated with a polynomia...
This thesis is devoted to the study of a particular type of zeta function: ask zeta functions associ...
We examine the structure of the coefficient matrix in the functional equation of the zeta distributi...
This survey article aims to provide an introduction to the theory of local zeta functions in the p-a...
AbstractThis paper describes the theory of the Igusa local zeta function associated with a polynomia...
Stasinski A, Voll C. Representation zeta functions of some nilpotent groups associated to prehomogen...
The obstruction to the local-global principle for a hermitian lattice (L, H) can be quantified by co...
In this article, we study local zeta functions attached to Laurent polynomials over p-adic fields, w...
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