<span class="mathjax-formula">$p$</span>-adic Whittaker functions and vector bundles on flag manifolds

In this section, we shall construct the theta measure of CM-type (M, Z) having values in the space of nearly ordinary (7?-adic) modular forms and then study the congruence module

On p-adic differential equations IV generalized hypergeometric functions as p-adic analytic functions in one variable.. Annales scientifiques

A bivector with components in R is a sequence of elements of which satisfies the following condition:. The set of the bivectors with components in R, will be denoted

periodic points now play a role parallel to the roots of a noninvertible series.. These two studies become no longer disjoint in case an invertible series commutes

In this paper we shall give another proof of Lubin’s Theorem and extend the idea to prove our main theorem which says that if u(x) commutes with some noninvertible

Regular characters of a maximal split torus in a split reductive group, for which corresponding non-unitary principal series representations have square.. integrable

We prove that the -çe-adic L-function interpolates the critical values of the classical zeta function of the twists of our form by finite characters of conductor

COATES: p-adic L functions and Iwasawa theory in Algebraic Number Fields, editor A.. WILES: Kummer’s criterion for