$$\mathcal Z$$ Transform

Sudeshna Banerjea and Birendra Nath Mandal
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Sudeshna Banerjea: Jadavpur University, Department of Mathematics
Birendra Nath Mandal: Indian Statistical Institute, Physics and Applied Mathematics Unit

Chapter Chapter 10 in Integral Equations and Integral Transforms, 2023, pp 239-253 from Springer

Abstract: Abstract The $$\mathcal Z$$ -transform is simply a power series with coefficients formed by a discrete sequence. It is a powerful technique for solving difference equations. The essential features of $$\mathcal Z$$ -transform date back to the early eighteenth century (1730) when De Moivre introduced the concept of generating function which is identical with that of the $$\mathcal Z$$ -transform. Applications of $$\mathcal Z$$ -transform are relatively new. It is a transform technique used for discrete time signals and systems.

Date: 2023
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DOI: 10.1007/978-981-99-6360-7_10

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