Tag Archives: Fermat

En Passant II

Let’s party like it’s 1995! The Boston conference on Fermat produced a wonderful book, but now you can watch the original videos. Some first impressions: some of you used to have more hair (not naming names). Forum of Mathematics Pi … Continue reading

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There are no unramified abelian extensions of Q (almost)

In my class on modularity, I decided to explain what Wiles’ argument (in the minimal case) would look like for . There are two ways one can go with this. On the one hand, one can try to prove (say) … Continue reading

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