Geometric Multiproducts: A New Extrapolation Tool
Patrick Arthur Miller (1) ((1) Graduate Center, City University of New, York)
TL;DR
This paper introduces a novel extrapolation method for analytic functions and smooth signals using geometric sequences, expanding the toolkit for signal processing and mathematical analysis.
Contribution
It presents a new extrapolation technique based on geometric products, offering a different approach from traditional methods.
Findings
Effective extrapolation of analytic functions demonstrated
Method applicable to smooth signals
Potential for improved signal analysis tools
Abstract
We show how to extrapolate an analytic function (or a smooth signal) by multiplying and dividing its values on geometric sequences that collapse to a point.
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Taxonomy
TopicsAdvanced Numerical Analysis Techniques