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Mikko Pitkonen's user avatar
Mikko Pitkonen's user avatar
Mikko Pitkonen's user avatar
Mikko Pitkonen
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Is V, the Universe of Sets, a fixed object?
The order is the following: First there is the universe of all sets $V$. Then there is a set of axioms ZFC trying to capture the properties of $V$. Then you consider models of ZFC, which live in $V$.
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How to compute Selmer set?
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How to compute Selmer set?
Apparently it is fppf cohomology. These are defined in the Poonen's book Rational Points on Varities.
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