Hi great video thank you! I have a questiion though, I don't understand the idea of poles in the input, aren't pole and zeros describing the transfer function behavior to inputs?
The stability condition for discrete-time systems is that all poles lie within the unit circle in the z (Z-transform) plane. The video is for continuous time systems, so it does not address this.
This video is amazing. Thank you a lot.
DarrylMorrell, Thank you so very much. In class, I kind'a feel dumb, but I always understand your videos at once, you indeed are a great teacher.
your way of explaining things is awesome !!! I understood every concept crystal clear !! Thanks !!
This guy has so many helpful videos.
Sir, does ROC has anything to do with stability
Hi ,thanks for the video. What if we have both a pole and a zero at the origin?
Hi great video thank you! I have a questiion though, I don't understand the idea of poles in the input, aren't pole and zeros describing the transfer function behavior to inputs?
thank you thank you thank you
Hello, great video. Are you going to make any presentations for discrete-time systems?
Sooooo well explained!!! THANKS!!!!
The stability condition for discrete-time systems is that all poles lie within the unit circle in the z (Z-transform) plane. The video is for continuous time systems, so it does not address this.
Thank you anyway. Now I get the difference, which was why I was searching for your video in the first place.
Thank you!!It was really helpful!!
Thank you
what is meant by z-plain lie on unit circle for stability condition
Thank u very much :)
I recently made a series of videos on discrete-time signals and systems. Check out the playlist "Discrete-Time Signals" on my channel page.
Thaaaanks
Thanks... DarrylMorrell
its very difficult to understand,,please speak fluently
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Voice is boring,slow, irritating