David Hubbard

activity

20082018

most citedIwasawa Invariants of Some Non-Cyclotomic

Z_{p}

-extensions

3 citations · 3 across the 2 of their papers we have counts for

collaborators

3 papers

math.NT2018

Explicit computations in Iwasawa theory

Reinier Broker, David Hubbard, Lawrence C. Washington

We give two algorithms to compute layers of the anticyclotomic $Z_{3}$ -extension of an imaginary quadratic field. The first is based on complex multiplication techniques for no…

math.NT2017★ 3 cited

Iwasawa Invariants of Some Non-Cyclotomic $Z_{p}$ -extensions

David Hubbard, Lawrence C. Washington

Iwasawa showed that there are non-cyclotomic $Z_{p}$ -extensions with positive $μ$ -invariant. We show that these $μ$ -invariants can be evaluated explicitly in many situations…

math.NT2008

Kummer generators and lambda invariants

David Hubbard, Lawrence C. Washington

Let $F_{0} = Q (- d)$ be an imaginary quadratic field with $3 ∤ d$ and let $K_{0} = Q (3 d)$ . Let $ε_{0}$ be the fundamental unit of $K_{0}$ and let $λ$ …

Explicit computations in Iwasawa theory

Iwasawa Invariants of Some Non-Cyclotomic Zp​-extensions

Kummer generators and lambda invariants

Iwasawa Invariants of Some Non-Cyclotomic $Z_{p}$ -extensions