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Infinite Divisibility of Probability Distributions on the Real Line, Vol. 259 Book

Infinite Divisibility of Probability Distributions on the Real Line, Vol. 259
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  • Infinite Divisibility of Probability Distributions on the Real Line, Vol. 259
  • Written by author Fred W. Steutel
  • Published by Taylor & Francis, Inc., October 2003
  • Steutel (probability, emeritus, Eindhoven University of technology, The Netherlands) and Van Haarn (mathematics, Free University, The Netherlands) present new developments together with a full account of the theory of infinite divisibility, dealing only w
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Book Categories

Authors

IIntroduction and Overview1
IIInfinitely Divisible Distributions on the Nonnegative Integers23
IIIInfinitely Divisible Distributions on the Nonnegative Reals77
IVInfinitely Divisible Distributions on the Real Line135
VSelf-Decomposability and Stability221
VIInfinite Divisibility and Mixtures327
VIIInfinite Divisibility in Stochastic Processes425
App. APrerequisites from probability and analysis465
App. BSelected well-known distributions503
Bibliography513
Author index535
Subject index539
Notations and conventions545


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