Kostas P. Kyrris, Turquie et Balkans, Athènes, Hestia, 1986, 357 p.

Représentations P-adiques Et Normes Universelles

Let V be a crystalline p-adic representation of the absolute Galois group GK of an finite unramified extension K of Qp and T a lattice of V stable by GK . We prove the following result : Let FilV be the maximal sub-representation of V with Hodge-Tate weights strictly positive and FilT = T ∩ FilV . Then, the projective limit of the H g (K(μpn), T ) is equal up to torsion to the projective limit ...

Irrégularité et Conducteur de Swan p - adiques

Let V be a de-Rham representation of the Galois group of a local field of mixed characteristic (0, p). We relate the Swan conductor of the associated Weil-Deligne representation to the irregularity of the corresponding p-adic differential equation. 2000 Mathematics Subject Classification: 11F80,11F85,11S15,12H25

P 357 Dense matrix mappings in macula of the normal elderly

1, Methods The DMM was designed to measure light sensitivity threshold to a white stimuli at 100 locations on a 5” region of 1” resolution at the lmacula using Humphrey Field Analyzer-640 in 24 eyes of the normal elderly. The age range was 50-69. The test of routine threshold programma 10-2 was compared. The statistical analysis was carried out for measurements. Results There were no significan...

p-RIGIDITY AND IWASAWA μ-INVARIANTS (p-RIGIDITÉ ET μ-INVARIANTS DE IWASAWA)

Let F be a totally real eld with ring of integers O and p be an odd prime unrami ed in F . Let p be a prime above p. We prove that a mod p Hilbert modular form associated to F is determined by its restriction to the partial Serre-Tate deformation space Ĝm⊗Op. Using this p-rigidity and a linear independence of mod p Hilbert modular forms restricted to the partial Serre-Tate deformation space Ĝm⊗...

Anneaux p-Adiquement Clos et Anneaux de Fonctions Définissables