Description: The Algebra of Random Variables Wiley Series in Probability and Mathematical Statistics by M. D. Springer ISBN-13: 9780471014065 ISBN-10: 0471014060 Publisher: Wiley-Interscience Binding: Hardcover Publication Year: 1979 Edition: First Condition: Book: Good minus – slight lean/slant • writing and marks on 10 pages; Dust Jacket: Acceptable – obvious wear including light soiling, edge tears, missing chips, creases and rubbing About: refer to image(s) Contents: 1) Introduction 2) Differentiation and integration in the Complex Plane 3) The Distribution of Sums and Differences of Random Variables 4) The Distribution of Products and Quotients of Random Variables 5) The Distribution of Algebraic Functions of Independent Random Variables 6) The Distribution of Algebraic Functions of Independent H-Function Variables 7) Analytical Model for Evaluation of the H-Function Inversion Integral 8) Approximating the Distribution of an Algebraic Function of independent Random Variables 9) Distribution Problems in Statistics Appendixes A. Jordan's Lemma B. Verification of the Conditions of Jordan's Lemma for Certain Specified Integrals C. Proofs of Theorems D. Special Functions and Transforms of Basic Probability Density Functions E. The Complex Fourier or Bilateral Laplace Transform F. Proof of the Validity of the Residue Theorem in Evaluating the H-Function Inversion Integral mySku 6795
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Book Title: The Algebra of Random Variables
Book Series: Wiley Series in Probability and Mathematical Statistics
Narrative Type: Nonfiction
Publisher: Wiley-Interscience
Original Language: English
Intended Audience: Adults
Edition: First Edition
Publication Year: 1979
Type: Textbook
Format: Hardcover
Language: English
Author: Melvin Dale Springer
Features: Dust Jacket
Genre: Science, Mathematics, Probability & Statistics, Education, Reference
Topic: Integral transforms, Random variables, complex plane, Algebra, Jordan's lemma, Proofs of theorems
Country/Region of Manufacture: United States
Number of Pages: 470 Pages
