Annales Mathématiques
Blaise Pascal

Sommaire du Fascicule no. 1

Javier Martinez Maurica : a mathematician and a friend
p. 3-18
Separating maps and the nonarchimedean Hewitt theorem
p. 19-27
p-adic analytic interpolation
p. 29-41
Compactification and compactoidification
p. 43-50
Decomposition of p-adic meromorphic functions
p. 51-60
(t-)orthogonality in p-adic Banach spaces
p. 61-71
Motzkin factorization in algebras of analytic elements
p. 73-91
Topological p-adic vector spaces and index theory
p. 93-98
Representative subalgebra of a complete ultrametric Hopf algebra
p. 99-115
Limited spaces
p. 117-129
The p-adic Z-transform
p. 131-146
The Mackey-Arens and Hahn-Banach theorems for spaces over valued fields
p. 147-153
Tensor products and γ 0 -nuclear spaces in p-adic analysis
p. 155-168
A spectral theorem for matrices over fields of power series
p. 169-179
The problems of the non-archimedean analysis generated by quantum physics
p. 181-190
Weighted means in non-archimedean fields
p. 191-200
On the definition of a compactoid
p. 201-215
On isometries and compact operators between p-adic Banach spaces
p. 217-224
Restricted range simultaneous approximation and interpolation with preservation of the norm
p. 225-235
p-adic almost periodicity and representations
p. 237-243
Le théorème des accroissements finis p-adique
p. 245-258
Minimal-Hausdorff p-adic locally convex spaces
p. 259-266
A scalar field for which C-zero has no Hahn-Banach property
p. 267-273
Orthonormal bases for p-adic continuous and continuously differentiable functions
p. 275-282
Seminormed spaces
p. 283-297
The construction of normal bases for the space of continuous functions on V q , with the aid of operators
p. 299-305
Suites de Honda
p. 307-314

Sommaire du Fascicule no. 2

La clôture algébrique du corps des séries formelles
p. 1-14
Absolute values on algebras H(D)
p. 15-23
On the thickness of topological spaces
p. 25-33
On the asymptotic behaviour of stationary gaussian processes
p. 35-42
Harmonic maps on contact metric manifolds
p. 43-53
On the stability of mappings and an answer to a problem of Th. M. Rassias
p. 55-60