Evaluating discrete transfer functions Evaluates the response of discrete transfer functions to various input signals such as using impulse sinusoidal wave forms.
Discrete transfer functions (unfinished) Transfer function in the Z-domain let us determine the discrete system response characteristics without having to solve the underlying equations.
Inverse Z-transform (unfinished) The inverse Z-transform, can be evaluated using Cauchy's integral. Which is an integral taken over a counter-clockwise closed contour C in the region of converge of (z)
Z-transform and proofs (unfinished) Derives the Z-transform using the Laplace transform. Includes stability criteria and region of convergence where the z-transform is valid.