How to find the best fit curve as a vertical scaling of another curve?
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SojM
am 20 Sep. 2021
Kommentiert: SojM
am 22 Sep. 2021
I have a original graph of function f(x). Now I have few points scattered and I want to find a best fit curve through these points. But my new fit curve should be of the form n*f(x) where n is a numerical value. I want to find the value n. How can I do this? Below figure might explain the problem I am talking about. I want to fit curve n*f(x) through orange points and find out n.
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David Goodmanson
am 20 Sep. 2021
Bearbeitet: David Goodmanson
am 20 Sep. 2021
Hi SojM,
Suppose you have points x,y for the function f(x), where x and y are column vectors. And suppose the red points are the set xr,yr, also both column vectors. Then
ynew = interp1(x,y,xr,'spline');
n = ynew\yr
If you have f(x) as an algebraic function, then the first line can be simply
ynew = f(xr)
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