A shorter proof of a result by Potapov and Sukochev on Lipschtiz functions on $S^p$

Details A shorter proof of a result by Potapov and Sukochev on Lipschtiz functions on $S^p$ A shorter proof of a result by Potapov and Sukochev on Lipschtiz functions on $S^p$

2009-05-07

arxiv.org/abs/0905.1055v1

Mathematics

Functional Analysis

3 pages

Scientific paper

In this short note we give a short proof of a recent result by Potapov and
Sukochev (arXiv:0904.4095v1), stating that a Lipschitz function on the real
line remains Lipschitz on the (self-adjoint part of) non-commutative $L_p$
spaces with $1

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