Taking derivatives of a whole set of splines: is possible?

luquinhas0021 · 28th October 2015, 12:30

Truthly, this thread has relation with the thread "Helping with image function". Because I wrote it a long time ago and some dude talked about resizing, I`ve decided open this new thread. Suppose we have a set with n splines, all of them of same type, same exponent, with first point of first spline being (x1, f(x1)), and last point of last spline being (xn, f(xn)). Is possible I take derivative of this whole set of splines? Or may I take derivative of one spline per time?

28th October 2015, 12:30	#1 \| Link
luquinhas0021 The image enthusyast Join Date: Mar 2015 Location: Brazil Posts: 270	Taking derivatives of a whole set of splines: is possible? Truthly, this thread has relation with the thread "Helping with image function". Because I wrote it a long time ago and some dude talked about resizing, I`ve decided open this new thread. Suppose we have a set with n splines, all of them of same type, same exponent, with first point of first spline being (x1, f(x1)), and last point of last spline being (xn, f(xn)). Is possible I take derivative of this whole set of splines? Or may I take derivative of one spline per time? __________________ Searching for great solutions

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