Tag Archives: Stickelberger’s Theorem

Schaefer and Stubley on Class Groups

Posted on October 28, 2017 by Persiflage

I talked previously about work of Wake and Wang-Erickson on deformations of Eisenstein residual representations. In that post, I also mentioned a paper of Emmanuel Lecouturier who has also proved some very interesting theorems. Today, I wanted to talk about … Continue reading →

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In Brief

Posted on October 21, 2014 by Persiflage

The start of the academic year has a habit of bringing forth distractions, not least of all to someone as disorganized as me. So here are a few remarks in brief. The class number of \(\mathbf{Q}(\zeta_{151})^{+}\) is one. John Miller, … Continue reading →

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