Some remarks on homeomorphisms of compact Lie groups

It is proved that if G is a compact connected semisimple Lie group and H a compact group of homeomorphisms of G containing all left and right translations of G, then there exists a positive integer κ such that for any τ∈H , _τκ modulo a translation, an inner automorphism

Determining sets for measures on R<SUP>n</SUP>

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