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Small loss of accuracy in Chebyshev interpolation #13

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MicheleCeresoli opened this issue Oct 24, 2023 · 0 comments
Open

Small loss of accuracy in Chebyshev interpolation #13

MicheleCeresoli opened this issue Oct 24, 2023 · 0 comments
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speculative Whether the change will be implemented is speculative

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@MicheleCeresoli
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Starting from the highest Chebyshev coefficients and moving to the lowest improves the accuracy because adding from biggest to smallest floating-point numbers is less accurate than adding from smallest to biggest?. Implementing it however, would require an extra for-loop on every interpolation, is it worth the extra time?

See the MWE in issue #10.

@MicheleCeresoli MicheleCeresoli added help wanted Extra attention is needed speculative Whether the change will be implemented is speculative labels Oct 24, 2023
@MicheleCeresoli MicheleCeresoli self-assigned this Oct 24, 2023
@MicheleCeresoli MicheleCeresoli removed the help wanted Extra attention is needed label Nov 29, 2023
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