. The roots of that give you the critical points; call those Cubic Fit to minimize a polynomial
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Haris Hameed
le 12 Août 2020
Modifié(e) : Haris Hameed
le 18 Août 2020
hi,
using "cubic fit" calculate : min x^4 + 2*x + 4
i need some guidance how to code this?
i have searched and found this formulation for cubic fit
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Walter Roberson
le 12 Août 2020
Use calculus. To find min(f(x)) then solve
. The roots of that give you the critical points; call those
for the moment. Then, examine
. Positive values indicate that the corresponding
was a minima.
. The roots of that give you the critical points; call those For a degree 4 polynomial, the derivative is degree 3, and there are closed form solutions for the roots of a polynomial of degree 3. Therefore you can calculate the exact critical points, and test them.
You will only find one real-valued root. You might assume that it must be the minima, but in the general case, it will not be a safe assumption.
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