Pontrjagin duality of finite nonabelian groups
Posted by Boccherini, at math.stackexchange.com,
I know Pontrjagin duality for groups has, to some extent, analogies with vector space duality/orthogonal complements, but if…
I know Pontrjagin duality for groups has, to some extent, analogies with vector space duality/orthogonal complements, but if…
I am a specialist in fuctional analysis, but from time to time I have to use some results from algebraic geometry, and every…