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did
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Class numbers of cyclotomic fields and their maximal totally real subfields
Thank you very much for your answer. I am wondering, what if $F$ is not a Galois extension, is it possible to extend the argument, or it is not needed when considering the maximal unramified extension (for the narrow class number)?
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relating class number and narrow class number of a real field
Thank you both. @HenriCohen do you have a precise reference for this (the narrow class number)?
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Automorphisms of a K3 surface
@user69559 I don't know.
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Automorphisms of a K3 surface
@NoamD.Elkies over $\bar{\mathbb{Q}}$. But any information about automorphisms over $\mathbb{Q}$ would be useful.