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Metrika

, Volume 8, Issue 1, pp 5–15 | Cite as

Erzeugung von betaverteilten und gammaverteilten Zufallszahlen

  • M. D. Jöhnk
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Literature

  1. 2).
    H. P. Galliher: Simulations of Random Processes, in: Notes on Operations Research, Assembled by the Operations Research Center, MIT, Cambridge 1959, S. 238.Google Scholar
  2. 3).
    A. M. Mood, F. A. Graybill: Introduction to the Theory of Statistics, 2nd ed., New York 1963, S. 126.Google Scholar
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    B. W. Lindgren: Statistical Theory, New York 1960, S. 279.Google Scholar
  4. 5).
    S. S. Wilks: Mathematical Statistics, New York 1962, S. 171.Google Scholar
  5. 6).
    Die Beweise findet der Leser in Lehrbüchern der mathematischen Statistik, wie z.B. S. S. Wilks: a. a. O., S. 171 ff. oderC. E. Weatherburn: A First Course in Mathematical Statistics, 2nd ed., Cambridge 1949, S. 149 ff.Google Scholar
  6. 1).
    H. Cramér: Mathematical Methods of Statistics, Princeton 1946, S. 370.Google Scholar
  7. 2).
    J. W. Butler: Machine Sampling from Given Probability Distributions, in: Symposium on Monte Carlo Methods, edited by H. A. Meyer, New York 1956, S. 259.Google Scholar
  8. 1).
    J. W. Butler: Machine Sampling from Given Probability Distributions, in: Symposium on Monte Carlo Methods, edited by H. A. Meyer, New York 1956, S. 250.Google Scholar
  9. 1).
    Ch. E. Clark, B. Weber-Holz: Exponentially Distributed Random Numbers Baltimore 1960, S. 2.Google Scholar
  10. 2).
    Ebenda, S. 3 ff.Google Scholar
  11. 3).
    Ebenda, S. 3.Google Scholar

Copyright information

© Physica-Verlag 1964

Authors and Affiliations

  • M. D. Jöhnk
    • 1
  1. 1.Seminar für Statistik an der Universität KielKiel

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