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Probability and Stochastic Processes. A Friendly Introduction for Electrical and Computer Engineers, International Adaptation. Edition No. 4

  • Book

  • 576 Pages
  • December 2024
  • Region: Global
  • John Wiley and Sons Ltd
  • ID: 6021611

Probability and Stochastic Processes - A Friendly Introduction for Electrical and Computer Engineers, Fourth Edition serves as an accessible guide for engineering students delving into the realms of probability theory and stochastic processes.This text strikes a balance between rigorous mathematical exposition and clear, intuitive explanations, ensuring that students grasp the fundamental concepts essential for applying mathematics to real-world engineering challenges. Enhanced with the practical MATLAB applications. The book offers students valuable hands-on experienceto reinforce the theoretical material.

 

This International adaptation has been thoroughly revised and updated. Notably, it includes a new chapter on Probabilistic Inequalities and Bounds. The sections on Stochastic Processes and Sums of Random Variables have been comprehensively enhanced to encompass additional topics, aligning with the latest curriculum requirements. With an array of new and updated examples, quizzes, and end-of-chapter problems, the book provides robust support to students, particularly in bridging the gap between theoretical probability and its practical applications in engineering.

Table of Contents

Preface vii

1 Random Experiments, Models, and Probabilities 1

2 Sequential Random Experiments 31

3 Discrete Random Variables 53

4 Continuous Random Variables 103

5 Multiple Random Variables 145

6 Probability Models of Derived Random Variables 199

7 Conditional Probability Models 225

8 Random Vectors 257

9 Sums of Random Variables 285

10 Hypothesis Testing 307

11 Estimation of a Random Variable 339

12 Some Probabilistic Inequalities and Bounds 369

13 Stochastic Processes and Markov Chains 391

14 Stationary Processes and Random Signal Processing 457

Appendix A The Sample Mean 517

Appendix B Families of Random Variables 541

Appendix C A Few Math Facts 547

References 553

Index 555

Authors

Roy D. Yates Rutgers University, NJ. David J. Goodman Polytechnic University, NY.