-adic analytic spaces.
-adic cycles
-adic Differential Operators on Automorphic Forms on Unitary Groups
The goal of this paper is to study certain -adic differential operators on automorphic forms on . These operators are a generalization to the higher-dimensional, vector-valued situation of the -adic differential operators constructed for Hilbert modular forms by N. Katz. They are a generalization to the -adic case of the -differential operators first studied by H. Maass and later studied extensively by M. Harris and G. Shimura. The operators should be useful in the construction of certain -adic...
-adic estimates for exponential sums and the theorem of Chevalley-Warning
-adic etale cohomology
-adic Fourier theory.
-adic heights for semi-stable abelian varieties
-adic Hodge theory in the semi-stable reduction case.
-adic interpolation of special values of Hecke L-functions
-adic -functions for elliptic curves with complex multiplication I
-adic -functions for unitary Shimura varieties. I: Construction of the Eisenstein measure.
-adic representations arising from descent on abelian varieties
-adic Teichmüller space and Siegel halfspace
-adic Teichmuller space for genus
-adic uniformization of unitary Shimura varieties
-adic variation of the zeta-function over families of varieties defined over finite fields
-adic Whittaker groups
-адические ряды Гекке мнимых квадратичных полей
p-Adic Congruences for Cycle Integrals Associated to Elliptic Curves with Complex Multiplication.
p-adic Distributions Associated to Heegner Points on Modular Curves.