Explain why a discrete time system is stable if its eigenvalues
are all in the unit...
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Advance Math
Explain why a discrete time system is stable if its eigenvaluesare all in the unit circle.
Explain why a symmetric matrix will always have realeigenvalues.
Explain why a continuous time system is stable if the real partof its eigenvalues are negative.
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1 for discrete systems the eigenvalues must lie inside theunit circle that is their modulus must be less than oneas a discrete time system is asymptotically
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