DSP FIRST 2e 9. z-Transforms – Examples 12


9.1: \(z\mbox{-}\)Transform of a Signal

  • 9–1
 

9.2: Inverse \(z\mbox{-}\)Transform

  • 9–2
 

9.3: Zeros of System Function

  • 9–3
 

9.4: Difference Equation from Roots of \(H(z)\)

  • 9–4
 

9.5: Convolution via \(H(z)\)X (z)

  • 9–5
 

9.5a:

  • 9–6
 

9.6: \(H(z)\) for Cascade

  • 9–7
 

9.7: Split \(H(z)\) into a Cascade

  • 9–8
 

9.8: Deconvolution

  • 9–9
 

9.9: Moving from \(\hat\omega\)

  • 9–10
 

9.10: Nulling Signals with Zeros

  • 9–11
 

9.11: \(H(e^{j\hat\omega})\) from \(H(z)\)

  • 9–12