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8/21/2019 Chapter 2 DIgital communication
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BITSPilaniPilani Campus
EEE G622
Advanced Digital Communication.
G. M. Sundaram
Dept. of Electrical & Electronics
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Probability
Random Variables, Probability Distributions, and
Probability Densities
Functions of Random Variables
Statistical Averages of Random Variables
Some Useful Probability Distributions
Upper Bounds on the Tail Probability
Sums of Random Variables and the Central Limit
Theorem
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Introduction
Probability and stochastic process is important in:
The statistical modeling of sources that generate the
information;
The digitization of the source output;The characterization of the channel through which
the digital information is transmitted;
The design of the receiver that processes the
information- bearing signal from the channel;The evaluation of the performance of the
communication system.
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2.1 Probability
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2.1 Probability
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2.1 Probability
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2.1 Probability
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2.1 Probability
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2.1 Probability
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2.1 Probability
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2.1 Probability
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2.1.1 Random Variables, Probability
Distributions, and Probability Densities
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2.1.1 Random Variables, Probability
Distributions, and Probability Densities
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2.1.1 Random Variables, Probability
Distributions, and Probability Densities
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2.1.1 Random Variables, Probability
Distributions, and Probability Densities
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2.1.1 Random Variables, Probability
Distributions, and Probability Densities
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2.1.1 Random Variables, Probability
Distributions, and Probability Densities
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2.1.1 Random Variables, Probability
Distributions, and Probability Densities
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2.1.1 Random Variables, Probability
Distributions, and Probability Densities
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2.1.1 Random Variables, Probability
Distributions, and Probability Densities
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2.1.1 Random Variables, Probability
Distributions, and Probability Densities
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2.1.1 Random Variables, Probability
Distributions, and Probability Densities
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2.1.1 Random Variables, Probability
Distributions, and Probability Densities
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Distributions, and Probability Densities
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2.1.1 Random Variables, Probability
Distributions, and Probability Densities