mladen wrote: ↑Mon Mar 16, 2020 7:17 am
wojtek wrote: ↑Sun Mar 15, 2020 7:37 am
It's good for post-factum analysis only, I'm afraid, just as TMA, SSA (not end-pointed), Fourier and other stuff like that.
BTW, Laplace transform would be interesting to test as well as the Nyquist–Shannon sampling theorem
(Prof. Mladen, what do you think?)...
That would mean using unilateral Laplace transform (in the case of Laplace transform it would provide the causality of the calculated values) but I doubt that there will be anybody willing to post anything like that on any public forum (for reasons i have already attempted to clarify in numerous posts)
I googled unilateral(and bilateral) Laplace transform .It is a differential equation and well beyond the grasp of almost all form members .But as far as I understand it is just same as fourrier transform without the trigonometric sinc functions.Am I correct ?