[SciPy-User] cubic spline interpolation - derivative value in an end point

Paweł Kwaśniewski pawel.kw@gmail....
Fri Nov 23 04:52:45 CST 2012


I don't really understand why you want to specify the derivative at 0. If,
as you say, your function has a 0 derivative at 0, if you interpolate the
function on the complete range where it is defined: [-1:1] with
interpolate.splrep(), you can later evaluate it with splev() on whatever
range you wish, like [0:1], and it should have the proper derivative.



2012/11/23 Maxim <spamaxx@gmail.com>

> I have a 1D function which is defined on [-1; 1] and it's symmetrical (with
> respect to 0). I want to construct a cubic spline interpolation of the
> function
> on [0; 1] (using, for example, interpolate.splrep and interpolate.splev
> functions) and as I know that the function is smooth, I must specify a
> derivative of the function in 0 to be 0).
> How can I manually define a derivative in one of the end points?
> Thanks,
> Maxim
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