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Applied Interdisciplinary Mathematics Seminars

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Date:  Wednesday, March 09, 2011

Title:  Ziwet Lecture 2 (1084 East Hall): Impossibility of fast stable approximation of analytic functions from equispaced samples

Abstract: 

Suppose $f$ is analytic on $[-1,1]$ and you sample it at $n$ equally spaced points. There are excellent algorithms for estimating $f$ between the points. Nevertheless we prove that any algorithm, linear or nonlinear, must fail as $n \to \infty$.



Speaker:  Nick Trefethen
Institution:  Oxford University

 

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