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Cover image for Probability and random processes a first course with applications
Title:
Probability and random processes a first course with applications
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Publication Information:
New York : John Wiley, 1985
ISBN:
9780471085355
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30000000196281 QA273 C63 1985 Open Access Book Book
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Summary

Summary

A comprehensive textbook for undergraduate courses in introductory probability. Offers a case study approach, with examples from engineering and the social and life sciences. Updated second edition includes advanced material on stochastic processes. Suitable for junior and senior level courses in industrial engineering, mathematics, business, biology, and social science departments.


Author Notes

Bruce Clarke is Paul Whitfield Horn Professor of Literature and Science and chair of the Department of English at Texas Tech University. His research focuses on nineteenth- and twentieth-century literature and science, with special interests in systems theory, narrative theory, and ecology. In 2010-11 he was senior fellow at the International Research Institute for Cultural Technologies and Media Philosophy, Bauhaus-University Weimar. His books are Allegories of Writing (1995), Dora Marsden and Early Modernism (1996), Energy Forms (2001), Posthuman Metamorphosis (2008), and Neocybernetics and Narrative (2014). He has coedited From Energy to Information (2002), Emergence and Embodiment (2009), and the Routledge Companion to Literature and Science (2010). He is now writing a cultural history of the American locations, transnational authors, and key concepts of the systems discourses gathered in the Whole Earth Catalog and CoEvolution Quarterly.


Table of Contents

Sample Spaces and Events
Probability
Random Variables and Their Distributions
Sets of Random Variables and Random Sequences
Functions of Random Variables
Expectation
Special Distributions
Fitting Distributions to Data
Random Processes: Introduction and Examples
Discrete Parameter Markov Chains
Continuous Parameter Markov Chains
Limiting Distribution of Continuous Parameter Markov Processes
Introduction to Queueing Theory
Appendixes
Author and Subject Index
Name Index
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