Z - Transforms
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This list provides a comprehensive guide to Z-Transforms, covering essential topics for mathematics, signal & system analysis, and digital signal processing (DSP). Learn the fundamental concepts and applications of Z-Transforms for solving difference equations, analyzing discrete-time signals, and transforming systems from the time domain to the frequency domain. Each video delves into important aspects such as the Inverse Z-Transform, Convolution Theorem, Initial & Final Value Theorems, and key properties of Z-Transforms, such as linearity and time-shifting. Ideal for bachelor’s degree engineering students studying at universities.
Link to Web Page:
Ch 1: Z-Transforms | Definition & Key Concepts for Signal Processing
Ch 2: Z-Transform Properties | Initial & Final Value Theorems
Ch 3: Z-Transform | Convolution Theorem & Region of Convergence (ROC)
Ch 4: Inverse Z-Transform | Solving Difference Equations with Z-Transforms
Ch 5: Z-Transform of Signals | Understanding Discrete-Time Signal Analysis
Ch 6: Inverse Z-Transform | Key Properties of Z-Transform for Signals
Link to YouTube Video:
Z-Transforms | Definition & Key Concepts for Signal Processing
Z-Transform | Convolution Theorem & Region of Convergence (ROC)
Inverse Z-Transform | Solving Difference Equations with Z-Transforms
Z-Transform of Signals | Understanding Discrete-Time Signal Analysis
Inverse Z-Transform | Key Properties of Z-Transform for Signals
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