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Approximations by polynomials and rational functions in Bernstein form #21

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peteroupc opened this issue May 26, 2023 · 0 comments
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peteroupc commented May 26, 2023

https://peteroupc.github.io/bernapprox.html

This page describes how to compute a polynomial in Bernstein form that comes close to a function $f(\lambda)$ with a user-defined error tolerance, so that the polynomial's coefficients will lie in the closed unit interval if $f$'s values lie in that interval. The polynomial is often simpler to calculate than the original function $f$ and can often be accurate enough for an application's purposes.

I post this issue to seek comments on the article, including comments pointing out errors or suggesting how the article can be more useful to readers.

@peteroupc peteroupc changed the title Approximations in Bernstein Form Approximations by polynomials and rational functions in Bernstein form Jun 4, 2023
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