Recovery of the starting times of delayed signals
We present a new method to locate the starting points in time of an arbitrary number of (damped) delayed signals. For a finite data sequence, the method permits to first locate the starting point of the component with the longest delay, and then - by iteration - all the preceding ones. Numerical examples are given and noise sensitivity is tested.
Perotti, Luca Camillo; Vrinceanu, Daniel; and Bessis, Daniel, "Recovery of the starting times of delayed signals" (2018). Faculty Publications. 143.