Matched wavelets for equidistant points
Elena A. Lebedeva
TL;DR
This paper introduces a method for designing matched wavelets that interpolate equidistant data points, forming Riesz bases, and identifies Meyer wavelets suitable for uniform lattice data.
Contribution
It presents a novel approach to constructing matched wavelets for equidistant data, including the identification of Meyer wavelets for specific uniform lattices.
Findings
Matched wavelets form Riesz bases for equidistant data
Meyer wavelets interpolating on a uniform lattice are identified
The method enhances data interpolation accuracy using wavelets
Abstract
Matched wavelets interpolating equidistant data are designed. These wavelets form Riesz bases. Meyer wavelets that interpolate data on a particular uniform lattice are found.
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