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- catalog contributor b1379759.
- catalog created "c1979.".
- catalog date "1979".
- catalog date "c1979.".
- catalog dateCopyrighted "c1979.".
- catalog description "Bibliography: p. 441-461.".
- catalog description "Introduction -- Differentiation and integration in the complex plane -- The distribution of sums and differences of random variables -- The distribution of products and quotients of random variables -- The distribution of algebraic functions of independent random variables -- The distribution of algebraic functions of independent H-function variables -- Analytical model for evaluation of the H-function inversion integral -- Approximating the distribution of an algebraic function of independent random variables -- 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.".
- catalog extent "xix, 470 p. :".
- catalog hasFormat "Algebra of random variables.".
- catalog identifier "0471014060".
- catalog isFormatOf "Algebra of random variables.".
- catalog isPartOf "Wiley series in probability and mathematical statistics".
- catalog issued "1979".
- catalog issued "c1979.".
- catalog language "eng".
- catalog publisher "New York : Wiley,".
- catalog relation "Algebra of random variables.".
- catalog subject "Integral transforms.".
- catalog subject "QA273 .S698".
- catalog subject "Random variables.".
- catalog tableOfContents "Introduction -- Differentiation and integration in the complex plane -- The distribution of sums and differences of random variables -- The distribution of products and quotients of random variables -- The distribution of algebraic functions of independent random variables -- The distribution of algebraic functions of independent H-function variables -- Analytical model for evaluation of the H-function inversion integral -- Approximating the distribution of an algebraic function of independent random variables -- 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.".
- catalog title "The algebra of random variables / M. D. Springer.".
- catalog type "Verteilung (Mathematik) swd".
- catalog type "text".