AbstractIn a previous paper (J. Number Theory51, 1995, 169–209), the first author gave a certain recursion formula for local densities. In this paper we give another type of recursion formula. As an application we determine an explicit form of the denominator of a formal power series defined in (Proc. Japan Acad.70, 1994, 208–211)
AbstractIn a recent paper (Buium et al., 2011 [3]), Buium et al. proved that f is a locally analytic...
Let A = {an}∞n = 1 be a sequence of positive integers. There are two related sequences Pn and Qn obt...
AbstractWe study the sum of integral powers of monic polynomials of a given degree over a finite fie...
AbstractIn a previous paper (J. Number Theory51, 1995, 169–209), the first author gave a certain rec...
AbstractWe study the power series attached to local densities defined by the author (Tôholu Math. J....
AbstractWe give an explicit formula for local densities of integral representations of nondegenerate...
In this paper, we derive a local expression of the standard $L$-function attached to a Jacobi form o...
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...
AbstractThe purpose of this paper is to prove a conjectured q-identity. The result is then applied t...
AbstractIn this paper, we give an explicit from formula for the local density number of representing...
AbstractWe give an explicit formula for local densities of integral representations of non-degenerat...
Ikeda and Katsurada have developed the theory of the Gross-Keating invariant of a quadratic form in ...
AbstractWe investigate recursive properties of certain p-adic Whittaker functions (of which represen...
AbstractIf f = Σn=−∞∞ antn is a formal Laurent series with certain restrictions on the an, then f = ...
AbstractIn a recent paper (Buium et al., 2011 [3]), Buium et al. proved that f is a locally analytic...
Let A = {an}∞n = 1 be a sequence of positive integers. There are two related sequences Pn and Qn obt...
AbstractWe study the sum of integral powers of monic polynomials of a given degree over a finite fie...
AbstractIn a previous paper (J. Number Theory51, 1995, 169–209), the first author gave a certain rec...
AbstractWe study the power series attached to local densities defined by the author (Tôholu Math. J....
AbstractWe give an explicit formula for local densities of integral representations of nondegenerate...
In this paper, we derive a local expression of the standard $L$-function attached to a Jacobi form o...
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...
AbstractThe purpose of this paper is to prove a conjectured q-identity. The result is then applied t...
AbstractIn this paper, we give an explicit from formula for the local density number of representing...
AbstractWe give an explicit formula for local densities of integral representations of non-degenerat...
Ikeda and Katsurada have developed the theory of the Gross-Keating invariant of a quadratic form in ...
AbstractWe investigate recursive properties of certain p-adic Whittaker functions (of which represen...
AbstractIf f = Σn=−∞∞ antn is a formal Laurent series with certain restrictions on the an, then f = ...
AbstractIn a recent paper (Buium et al., 2011 [3]), Buium et al. proved that f is a locally analytic...
Let A = {an}∞n = 1 be a sequence of positive integers. There are two related sequences Pn and Qn obt...
AbstractWe study the sum of integral powers of monic polynomials of a given degree over a finite fie...
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