Gerasimos Dousmanis

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20072012

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math.NT2012

Rank 3 filtered $(φ, N)$ -modules

Gerasimos Dousmanis

We classify 3-dimensional semistable Frob-semisimple representations of $G_{Q_{p^{f}}} .$

math.NT2012

A note on reductions of 2-dimensional crystalline Galois representations

Gerasimos Dousmanis

Let $p$ be an odd prime number, $K_{f}$ the finite unramified extension of $Q_{p}$ of degree $f$ , and $G_{K_{f}}$ its absolute Galois group. We construct analytic families…

math.NT2009

On reductions of families of crystalline Galois representations Part II

Gerasimos Dousmanis

The article is withdrawn. Its content is contained in the final version of arXiv:0805.1634.

math.NT2008

On reductions of families of crystalline Galois representations

Gerasimos Dousmanis

Let K_{f} be the finite unramified extension of Q_{p} of degree f and E any finite large enough coefficient field containing K_{f}. We construct analytic families of étale (Phi,Gam…

math.NT2007

Rank two filtered $(ϕ, N)$ -modules with Galois descent data and coefficients

Gerasimos Dousmanis

Let $K$ be any finite extension of $Q_{p}$ , $L$ any finite Galois extension of $K$ and $E$ any finite large enough coefficient field containing $L$ . We classify two-dimensional, F-…

Rank 3 filtered (φ,N)-modules

A note on reductions of 2-dimensional crystalline Galois representations

On reductions of families of crystalline Galois representations Part II

On reductions of families of crystalline Galois representations

Rank two filtered (ϕ,N)-modules with Galois descent data and coefficients

Rank 3 filtered $(φ, N)$ -modules

Rank two filtered $(ϕ, N)$ -modules with Galois descent data and coefficients