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In this paper we prove the $\pm $-main conjecture of Iwasawa theory formulated by
Kobayashi for elliptic curves with supersingular reduction at an odd prime $ p $ such that …

Eisenstein congruence on unitary groups and Iwasawa main conjectures for CM fields Page 1
JOURNAL OF THE AMERICAN MATHEMATICAL SOCIETY Volume 27, Number 3, July 2014 …

Irregular primes—37 being the first such prime—have played a great role in number theory.
This article discusses Ken Ribet's construction—for all irregular primes $ p $—of specific …

We construct the p-adic standard L-functions for ordinary families of Hecke eigensystems of
the symplectic group Sp (2n)/Q using the doubling method. We explain a clear and simple …

In this paper, we prove one divisibility of the Iwasawa–Greenberg main conjecture for the
Rankin–Selberg product of a weight two cusp form and an ordinary complex multiplication …

Under relatively mild and natural conditions, we establish integral period relations for the
(real or imaginary) quadratic base change of an elliptic cusp form. This answers a conjecture …

Let p≥ 5 be a prime, and pa prime of Q¯ above p. Let g 1 and g 2 be p-ordinary, p-
distinguished and p-stabilized cuspidal newforms of nebentype characters ϵ 1, ϵ 2 …

Under relatively mild and natural conditions, we establish an integral period relations for the
(real or imaginary) quadratic base change of an elliptic cusp form. This answers a conjecture …

We study the variation of the local Langlands correspondence for GL n in characteristic‐zero
families. We establish an existence and uniqueness theorem for a correspondence in …