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What is Z-Transform for Difference Equations about?

This document discusses the z-transform and its applications. The z-transform plays a similar role for discrete-time signals as the Laplace transform does for continuous-time signals. It allows for digital filter design and frequency analysis of digital signals. The z-transform of a discrete signal is defined as the summation of the signal values multiplied by powers of a complex variable z. The inverse z-transform can be found using partial fraction expansion. Difference equations can be solved in the z-do

Author

Vivien Villadelrey

Language

EN