BIBO Stability - Part 1

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numerical problems to analyse BIBO stability 0:00
cancellation of a pole during mathematical manipulation doesnoy physically remove it from the system 7:10
revisiting bibo stability def 14:00
use only bounded test signals sa step or sine/cosine (and not unounded like impulse or ramp) to check for BIBO stability

eg of marginally/ critically (vs asympotically/ BIBO) stability 16:30
implication of repeating pole on imaginary axis 22:00
asympotic/ bibo stability 23:10
summary rules for bibo stability 24:30

rd-tkjs
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he is trying to cover all chapters of Ogata and that is unique...

ErenGuerrier
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@10:40 how magnitude of y(t) is bounded?

pavansainarasimha
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if the input frequencies are the same as system frequency, the system becomes unstable. Is this because of resonance or something else?

sohana
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sir, how to know it is bounded or unbounded output?

bharathsai