Spectral decomposition of a C$^*$algebra with respect to an action of a compact abelian group
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Let G G be a compact abelian group (finite dimensional, but not finite) and A A be a C∗ C ∗ -algebra. Consider an action α:G→Aut(A) α : G → A u t ( A ) ...
from Algebra
Let G G be a compact abelian group (finite dimensional, but not finite) and A A be a C∗ C ∗ -algebra. Consider an action α:G→Aut(A) α : G → A u t ( A ) ...
from Algebra
