Tadashi Ochiai

On the two-variable Iwasawa main conjecture

This paper is a continuation of the authors previous work, where we studied one of the inequalities between the characteristic ideal of the Selmer group and the ideal of the

\(l\)-independence of the trace of monodromy

p

On the Selmer groups of abelian varieties over function fields of characteristic p > 0

-adic

Control theorems for Selmer groups of nearly ordinary deformations

L

BERTINI THEOREM FOR NORMALITY ON LOCAL RINGS IN MIXED CHARACTERISTIC (APPLICATIONS TO CHARACTERISTIC IDEALS)

-function predicted by the two-variable Iwasawa main conjecture for a nearly ordinary Hida deformation

Specialization method in Krull dimension two and Euler system theory over normal deformation rings

\mathcal{T}

On twists of modules over noncommutative Iwasawa algebras

. In this paper, we study several properties of the Selmer group and the

Notes on Non-commutative Iwasawa Theory

p

Control Theorem for Greenberg's Selmer Groups of Galois Deformations

-adic

Control Theorem for Bloch–Kato's Selmer Groups of p-Adic Representations☆

L