Ian, do you have some references for the time-varying methods? Just
curious...
On Jul 31, 2017 12:04 AM, "Ian Esten" wrote:
> That would also be my first choice. It might also be worth looking at
> modern algorithms in that family of methods. A lot of effort has gone into
> designing exponential
That would also be my first choice. It might also be worth looking at
modern algorithms in that family of methods. A lot of effort has gone into
designing exponentially damped sine methods for voice compression and
transmission. They will be more robust to noise than Prony's method. Some
methods ca
You might want to look into a parametric method of estimating the partials
as well, e.g., Prony's method, which could give you much higher resolution
than the FFT.
Best,
Corey Kereliuk
www.reverberate.ca
On Jul 28, 2017 12:47 PM, "Thomas Rehaag" wrote:
see below.
> --
