It might be called the "foot" or "leading edge" but I don't think that's fully correct.enter image description here
I've tried the 1st and 2nd derivative but the peaks are slightly off of this location.
It might be called the "foot" or "leading edge" but I don't think that's fully correct.enter image description here
I've tried the 1st and 2nd derivative but the peaks are slightly off of this location.
Those circled points are quick (maybe even discontinuous?) increases in the function's derivative. I'd try to locate them by identifying points where both
using some finite difference approximation to estimate the derivatives.