Re:Show HN: Chebyshev approximation calculator (open source ...
by ratedgene on Friday October 04, 2024 @12:24PM
(#41742969)
Any good books on this?
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Re:Show HN: Chebyshev approximation calculator (open source ...
by aghilmort on Friday October 04, 2024 @02:08PM
(#41744004)
twenty years back, numerical analysis or numerical methods or sometimes numerical optimization are good keywords for current trending texts on Amazon etc [1]
alternatively subset of the numerical analysi wikipedia page or these algorithms in the book is a good seed filter [2]
ideally covers some linalg like gaussian elim, power method, newton's root finding dynamic, and issues like approximating by discretization, recursion to reduce solve iterations, and things like convergence due to numerical instability due to IEEE 754 fp16 limits etc
1. https://en.wikipedia.org/wiki/Numerical_analysis
2. https://chatgpt.com/share/67002e8c-c5c4-8008-83f9-a6ebc603ad...
Re:Show HN: Chebyshev approximation calculator (open source ...
by pclmulqdq on Friday October 04, 2024 @02:22PM
(#41744135)
I am working on one with some more modern suggestions on polynomial approximation, but I think it's still at least 3-6 months away.
Re:Show HN: Chebyshev approximation calculator (open source ...
by janwas on Saturday October 05, 2024 @04:32AM
(#41748495)
Nice! Any way to subscribe for updates?
Re:Show HN: Chebyshev approximation calculator (open source ...
by amadio on Friday October 04, 2024 @05:27PM
(#41745744)
Robin Green has some excellent material on the subject, which I am linking below.
Faster Math Functions:
https://basesandframes.files.wordpress.com/2016/05/fast-math...
https://basesandframes.files.wordpress.com/2016/05/fast-math...
Even faster math functions GDC 2020:
https://gdcvault.com/play/1026734/Math-in-Game-Development-S...
Re:Show HN: Chebyshev approximation calculator (open source ...
by alleycat5000 on Friday October 04, 2024 @10:54PM
(#41747393)