07. Conjectured Properties

GUIDE: Elementary Digital Filter Theory. Conjectured Properties

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Conjectured Properties

The following conjectures are true for analog positive-real functions, but no rigorous attempt was made to establish them in the discrete-time case.

  • If all poles and zeros of a PR function are on the unit circle, then they alternate along the circle.

  • If $B(z)/A(Z)$ is PR, then so is $B^\, where the prime denotes differentiation in $z$.

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