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Quasianalytic ultradifferentiability cannot be tested in lower dimensions

Published 25 Oct 2018 in math.CA and math.FA | (1810.10767v2)

Abstract: We show that, in contrast to the real analytic case, quasianalytic ultradifferentiability can never be tested in lower dimensions. Our results are based on a construction due to Jaffe.

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Authors (1)

  1. Armin Rainer 

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