If LTV system$B!'(B d(x)/dt=A(t)*x y=C(t)*x is observable$B!$(B
then LTV system:
d(x)/dt= - A(t)*x y=C(t)*x
must be observable or not?
a counterexample to indicate the second system is not necessarily observable is enough.
If LTV system$B!'(B d(x)/dt=A(t)*x y=C(t)*x is observable$B!$(B
then LTV system:
d(x)/dt= - A(t)*x y=C(t)*x
must be observable or not?
a counterexample to indicate the second system is not necessarily observable is enough.
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