AbstractWe give an explicit formula for local densities of integral representations of non-degenerate alternating matrices with entries in the ring of p-adic integers in terms of elementary divisors. The proof of the formula is based on the local functional equation satisfied by the zeta function on the space of alternating forms and some properties of spherical functions
AbstractThe problem of the asymptotic distribution of integral points on a sequence of expanding sph...
AbstractBased on the relation of exponential maps and interior products in exterior algebras, some f...
In this article we give an example of a matrix version of the famous congruence for hypergeometric f...
AbstractWe give an explicit formula for local densities of integral representations of nondegenerate...
AbstractWe give an explicit formula for local densities of integral representations of nondegenerate...
AbstractWe give an explicit description of functional equations satisfied by zeta functions on the s...
AbstractWe give an explicit description of functional equations satisfied by zeta functions on the s...
AbstractIn a previous paper (J. Number Theory51, 1995, 169–209), the first author gave a certain rec...
In this paper, we derive a local expression of the standard $L$-function attached to a Jacobi form o...
AbstractBased on the relation of exponential maps and interior products in exterior algebras, some f...
AbstractWe investigate recursive properties of certain p-adic Whittaker functions (of which represen...
These lecture notes correspond to the course Local Fields from the Master in Mathematics of the Univ...
These lecture notes correspond to the course Local Fields from the Master in Mathematics of the Univ...
In order to improve the efficiency of scalar multiplications on elliptic Koblitz curves, expansions ...
In this paper, we calculate the ramified local integrals in the doubling method and present an integ...
AbstractThe problem of the asymptotic distribution of integral points on a sequence of expanding sph...
AbstractBased on the relation of exponential maps and interior products in exterior algebras, some f...
In this article we give an example of a matrix version of the famous congruence for hypergeometric f...
AbstractWe give an explicit formula for local densities of integral representations of nondegenerate...
AbstractWe give an explicit formula for local densities of integral representations of nondegenerate...
AbstractWe give an explicit description of functional equations satisfied by zeta functions on the s...
AbstractWe give an explicit description of functional equations satisfied by zeta functions on the s...
AbstractIn a previous paper (J. Number Theory51, 1995, 169–209), the first author gave a certain rec...
In this paper, we derive a local expression of the standard $L$-function attached to a Jacobi form o...
AbstractBased on the relation of exponential maps and interior products in exterior algebras, some f...
AbstractWe investigate recursive properties of certain p-adic Whittaker functions (of which represen...
These lecture notes correspond to the course Local Fields from the Master in Mathematics of the Univ...
These lecture notes correspond to the course Local Fields from the Master in Mathematics of the Univ...
In order to improve the efficiency of scalar multiplications on elliptic Koblitz curves, expansions ...
In this paper, we calculate the ramified local integrals in the doubling method and present an integ...
AbstractThe problem of the asymptotic distribution of integral points on a sequence of expanding sph...
AbstractBased on the relation of exponential maps and interior products in exterior algebras, some f...
In this article we give an example of a matrix version of the famous congruence for hypergeometric f...
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