In Epstein-Barr virus (EBV)-associated tumors in nonimmunocompromised patients, EBV gene expression is highly restricted. EBV-encoded nuclear antigen (EBNA)-1 is expressed, whereas the immunogenic and proliferative EBNAs are not. This pattern of EBNA expression is generated by usage of the BamHI-Q promoter (Qp). We have determined that the JAK/STAT pathway positively regulates Qp activity. In t...

We study the pointwise multiplier property of characteristic function half-space on weighted mixed-norm anisotropic vector-valued spaces Bessel potential and Triebel–Lizorkin type.

— Colmez has given a recipe to associate a smooth modular representation Ω(W ) of the Borel subgroup of GL2(Qp) to a Fp-representation W of Gal(Qp/Qp) by using Fontaine’s theory of (φ,Γ)-modules. We compute Ω(W ) explicitly and we prove that if W is irreducible and dim(W ) = 2, then Ω(W ) is the restriction to the Borel subgroup of GL2(Qp) of the supersingular representation associated to W in ...

— Colmez has given a recipe to associate a smooth modular representation Ω(W ) of the Borel subgroup of GL2(Qp) to a Fp-representation W of Gal(Qp/Qp) by using Fontaine’s theory of (φ,Γ)-modules. We compute Ω(W ) explicitly and we prove that if W is irreducible and dim(W ) = 2, then Ω(W ) is the restriction to the Borel subgroup of GL2(Qp) of the supersingular representation associated to W by ...

SEEK-2 (Sporadic-E Experiment over Kyushu 2) is an observation campaign to study the spatial structure of the field-aligned irregularity (FAI) and sporadic-E(Es)-layer by means of two sounding rockets and a ground-based observation network with radars and optical instruments. The experiment was successfully conducted on 3 August 2002, with successive launches of two sounding rockets from the Uc...

We show that the continuum hypothesis implies that every measure preserving near-action of a group on a standard Borel probability space (X,μ) has a pointwise implementation by Borel measure preserving automorphisms.

— Colmez has given a recipe to associate a smooth modular representation Ω(W ) of the Borel subgroup of GL2(Qp) to a Fp-representation W of Gal(Qp/Qp) by using Fontaine’s theory of (φ,Γ)-modules. We compute Ω(W ) explicitly and we prove that if W is irreducible and dim(W ) = 2, then Ω(W ) is the restriction to the Borel subgroup of GL2(Qp) of the supersingular representation associated to W by ...

— Colmez has given a recipe to associate a smooth modular representation Ω(W ) of the Borel subgroup of GL2(Qp) to a Fp-representation W of Gal(Qp/Qp) by using Fontaine’s theory of (φ,Γ)-modules. We compute Ω(W ) explicitly and we prove that if W is irreducible and dim(W ) = 2, then Ω(W ) is the restriction to the Borel subgroup of GL2(Qp) of the supersingular representation associated to W by ...

In this paper we define surfaces of revolution of the 1st, 2nd and 3rd kind as space-like or time-like in 3-dimensional Minkowski space. Then by studying their Gauss maps, Laplacian operators and curvatures, we obtain a new classification of surfaces of revolution with pointwise 1-type Gauss map property.