We discuss the behaviour of sequences of sets: we consider convergence of sequences, in particular of nested sequences, with respect to preservation of some properties


We give the reasons for which the continuous part of a measure that belongs to the Wiener amalgam space M^{2} does not contribute to the Bohr mean of its Fourier transform.

DOI Code: 10.1285/i15900932v35n2p115

Keywords: Fourier transform; Radon measure; Wiener amalgam space

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