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What is Z-Transform and Wavelet Transform Explained about?

The Z-transform is a mathematical tool for analyzing discrete-time signals, converting difference equations into algebraic ones, and aiding in the analysis of digital filters and system stability. An example shows the Z-transform of the signal x[n] = 3ⁿ results in X(z) = z / (z - 3) for |z| > 3. The Wavelet Transform, which provides better time-frequency resolution than the Fourier Transform, is useful for applications like image compression and ECG signal analysis.

Author

kaifahmed1115

Language

EN