An Improved Error Bound for Gaussian Interpolation
Lin-Tian Luh
TL;DR
This paper presents a new error bound for Gaussian interpolation that improves upon existing exponential-type bounds, offering more accurate estimates for interpolation errors.
Contribution
The paper introduces a novel error bound for Gaussian interpolation that surpasses previous exponential-type bounds in accuracy.
Findings
New error bound is tighter than existing bounds
Improves accuracy of Gaussian interpolation estimates
Potentially benefits applications requiring precise interpolation
Abstract
An error bound for Gaussian Interpolation which is better than the current exponential-type error bound is presented.
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Taxonomy
TopicsNumerical Methods and Algorithms · Control Systems and Identification · Matrix Theory and Algorithms