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Table of Contents j
PREFACE
iii
CHAPTER 1: FOURIER ANALYSIS 1.1 CONTINUOUS-TIME FOURIER SERIES (CTFS) 1.2 PROPERTIES OF CTFS 1.2.1 Time-Shifting Property 1.2.2 Frequency-Shifting Property 1.2.3 Modulation Property 1.3 CONTINUOUS-TIME FOURIER TRANSFORM (CTFT) 1.4 PROPERTIES OF CTFT 1.4.1 Linearity 1.4.2 Conjugate Symmetry 1.4.3 Real Translation (Time Shifting) and Complex Translation (Frequency Shifting) 1.4.4 Real Convolution and Correlation 1.4.5 Complex Convolution- Modulation/Windowing 1.4.6 Duality 1.4.7 Parseval Relation - Power Theorem 1.5 DISCRETE-TIME FOURIER TRANSFORM (DTFT) 1.6 DISCRETE-TIME FOURIER SERIES - DFS/DFT 1.7 SAMPLING THEOREM 1.7.1 Relationship between CTFS and DFS 1.7.2 Relationship between CTFT and DTFT 1.7.3 Sampling Theorem 1.8 POWER, ENERGY, AND CORRELATION 1.9 LOWPASS EQUIVALENT OF BANDPASS SIGNALS Problems
CHAPTER 2: PROBABILITY AND RANDOM PROCESSES 2.1 PROBABILITY 2.1.1 Definition of Probability 2.1.2 Joint Probability and Conditional Probability 2.1.3 Probability Distribution/Density Function 2.1.4 Joint Probability Density Function 2.1.5 Condtional Probability Density Function 2.1.6 Independence 2.1.7 Function of a Random Variable 2.1.8 Expectation, Covariance, and Correlation 2.1.9 Conditional Expectation 2.1.10 Central Limit Theorem -Normal Convergence Theorem 2.1.11 Random Processes 2.1.12 Stationary Processes and Ergodic Processes 2.1.13 Power Spectral Density (PSD) 2.1.14 White Noise and Colored Noise 2.2 LINEAR FILTERING AND PSD OF A RANDOM PROCESS 2.3 FADING EFFECT OF A MULTI-PATH CHANNEL Problems
CHAPTER 5: BASEBAND DIGITAL TRANSMISSION 5.1 RECEIVER (RCVR) and SNR 5.1.1 Receiver of RC Filter Type 5.1.2 Receiver of Matched Filter Type 5.1.3 Signal Correlator 5.2 SIGNALING AND ERROR PROBABILITY 5.2.1 Antipodal (Bipolar) Signaling 5.2.2 OOK(On-OffKeying)/Unipolar Signaling 5.2.3 Orthogonal Signaling 5.2.4 Signal Constellation Diagram 5.2.5 Simulation of Binary Communication 5.2.6 Multi-level(amplitude) РАМ Signaling 5.2.7 Multi-dimensional Signaling 5.2.8 Bi-orthogonal Signaling Problems