On Blackman-Harris windows for Shannon sampling series
by
Gert Tamberg
BibTeX
@MISC{Tamberg_onblackman-harris,
author = {Gert Tamberg},
title = {On Blackman-Harris windows for Shannon sampling series},
year = {}
}
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Abstract
This paper deals with some approximations by the generalized Shannon sampling series, which are defined by the Blackman-Harris (or cosine-sum) window functions. In the case of certain (m + 1)-term cosine-sum window functions the order of approximation can be estimated via the 2m-th modulus of continuity. Some choices of parameters in Blackman-Harris window function generate interpolating generalized Shannon sampling series. Copyright line will be provided by the publisher 1
Citations
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