Yoshiyasu Ozeki

most citedFull faithfulness theorem for torsion crystalline representations

1 citations · 1 across the 3 of their papers we have counts for

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3 papers

math.NT2012★ 1 cited

Full faithfulness theorem for torsion crystalline representations

Yoshiyasu Ozeki

Mark Kisin proved that a certain restriction functor on crystalline p-adic representations is fully faithful. In this paper, we prove the torsion analogue of Kisin's theorem.

math.NT2012

Torsion representations arising from $(φ, G^)$ -modules

Yoshiyasu Ozeki

The notion of a $(φ, G^)$ -module is defined by Tong Liu in 2010 to classify lattices in semi-stable representations. In this paper, we study torsion $(φ, G^)$ -modules, and…

math.NT2010

Non-existence of certain Galois representations with a uniform tame inertia weight

Yoshiyasu Ozeki

In this paper, we prove the non-existence of certain semistable Galois representations of a number field. Our consequence can be applied to some geometric problems. For example, we…

Full faithfulness theorem for torsion crystalline representations

Torsion representations arising from (φ,G^)-modules

Non-existence of certain Galois representations with a uniform tame inertia weight

Torsion representations arising from $(φ, G^)$ -modules