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Are class numbers encoded in the absolute Galois group of ${\mathbb Q}$?

Dear Tim, As you're probably aware, this is part of the 'anabelian' etcetera. It suffices to recover all intertia subgroups $I_v\subset H$, because their union will then be a normal subgroup $N$ su …
Minhyong Kim's user avatar
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37 votes

What can we say about center of rational absolute Galois group?

The proof of triviality is a step in the famous Neukirch-Uchida theorem of anabelian geometry, which says a number field is characterized by its absolute Galois group, even functorially, in an appropr …
Minhyong Kim's user avatar
  • 13.6k