Note on a congruence for p-adic L-functions.
Note on -extensions of Euler numbers and polynomials of higher order.
Notes p-adiques sur les courbes elliptiques.
On 2-Adic L-Functions and Cyclotomic Invariants.
On a trivial zero problem.
On Bernoulli and Euler Numbers.
On functional equations of complex powers.
On Genocchi numbers and polynomials.
On interpolation functions of the generalized twisted -Euler polynomials.
On Li’s Coefficients for Some Classes of L-Functions
AMS Subj. Classification: 11M41, 11M26, 11S40We study the generalized Li coefficients associated with the class S♯♭ of functions containing the Selberg class and (unconditionally) the class of all automorphic L-functions attached to irreducible unitary cuspidal representations of GLN(Q) and the class of L-functions attached to the Rankin-Selberg convolution of two unitary cuspidal automorphic representations π and π′ of GLm(AF ) and GLm′ (AF ). We deduce a full asymptotic expansion of the Archimedean...
On Morita’s -adic -function
On multiple twisted -adic -Euler -functions and -functions.
On -adic -functions
On -adic -functions and the Riemann-Hurwitz genus formula
On -adic -functions of over totally real fields
Let be the Rankin product -function for two Hilbert cusp forms and . This -function is in fact the standard -function of an automorphic representation of the algebraic group defined over a totally real field. Under the ordinarity assumption at a given prime for and , we shall construct a -adic analytic function of several variables which interpolates the algebraic part of for critical integers , regarding all the ingredients , and as variables.
On p-adic L-functions and the Riemann-Hurwitz genus formula
On p-adic L-functions Associated to Elliptic Curves.
On simple Igusa local zeta functions.
On the behavior of Igusa,'s local zeta function in towers of field extension
On the Behaviour of p-Adic L-Functions at s= 0.