The C*-algebra of SL(2,R)

preprint2016arXivOpen access

The $C^*$ -algebra of the group $SL(2,{\mathbb R})$ is characterized using the operator valued Fourier transform. In particular, it is shown by explicit computations, that the Fourier transform of this $C^*$ -algebra fulfills the norm controlled dual limit property.

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The C*-algebra of SL(2,R)

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