Probability, Statistics, and Random Processes for Engineers- Richard Williams

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Probability, Statistics, and Random Processes for Engineers, 1st Edition - Solution Manual Only

Richard H. Williams - University of New Mexico

ISBN-10: 0534368883 ISBN-13: 9780534368883
480 Pages Casebound
© 2003 Published

1. PROBABILITY.
Why Probability? General Outline of this Chapter. Probability Calculations. Summary. Exercises. Computer Exercises. Bibliography.
2. SINGLE RANDOM VARIABLES.
Introduction. General Outline of this Chapter. Probability Models. Expectations. Characteristic Functions. Functions of Single Random Variables. Conditioned Random Variables. Summary. Exercises. Computer Exercises.
3. MULTIPLE RANDOM VARIABLES.
Introduction. General Outline of this Chapter. Bivariate Cumulative and Density Functions. Bivariate Expectations. Bivariate Transformations. Gaussian Bivariate Random Variables. Sums of Two Independent Random Variables. Sums of IID Random Variables. Conditional Joint Probabilities. Selected Topics. Summary. Exercises. Computer Exercises.
4. RANDOM PROCESSES.
Introduction. An Ensemble. Probability Density Functions. Independence. Expectations. Stationarity. Correlation Functions. Ergodic Random Processes. Power Spectral Densities. Linear Systems. Noise. Matched Filters. Least Mean-square Filters. Summary. Exercises. Computer Exercises.
5. STATISTICAL INFERENCES AND CONFIDENCE.
Introduction. The Maximum Likelihood Technique. Estimation of Mean and Variance. Summary. Exercises. Computer Exercises.
6. RANDOM COUNTABLE EVENTS.
Introduction. Poisson Random Variables. Erlang Random Variables. Queuing. Summary. Exercises. Computer Exercises.
7. RELIABILITY.
Introduction. Reliability. Failure Rates. System Reliability. The Weibull Model. Accelerated Life Testing. Summary. Exercises. Computer Exercises.
APPENDICES.
Selected Probability Models. A Brief Review of Counting Techniques. A Uniform Random Number Generator. Normalized Gaussian Random Variables. Unit-Step and Unit-Impulse Functions. Statistics and Sample Data. A Central Limit Theorem. Tables: Chi-Square and Student's t. Wiener-Khinchin Relations.

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