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Bivariate Discrete Distributions
Details
This book provides a comprehensive study of the bivariate discrete distributions and details the computer simulation techniques for the distributions. It develops distributions using sampling schemes, explores the role of compounding, and covers Waring distribution for use in accident theory.
This useful reference/text provides a comprehensive study of the various bivariate discretedistributions that have appeared in the literature- written in an accessible manner thatassumes no more than a first course in mathematical statistics.Supplying individualized treatment of topics while simultaneously exploiting the interrelationshipsof the material, Bivariate Discrete Distributions details the latest techniques ofcomputer simulation for the distributions considered ... contains a general introduction tothe structural properties of discrete distributions, including generating functions, momentrelationships, and the basic ideas of generalizing . . . develops distributions using samplingschemes . .. explores the role of compounding ... covers Waring and "short" distributionsfor use in accident theory ... discusses problems of statistical inference, emphasizing techniquespertinent to the discrete case ... and much more!Containing over 1000 helpful equations, Bivariate Discrete Distributions is
Autorentext
Kocherlakota,
Inhalt
- Preliminaries 2. Statistical Inference 3. Sampling with Replacement 4. Bivariate Poisson Distribution 5. Bivariate Negative Binomial Distribution 6. Sampling from Finite Populations 7. Bivariate Logarithmic Series Distribution 8. Compounded Bivariate Poisson Distributions 9. Some Miscellaneous Results
Weitere Informationen
- Allgemeine Informationen
- GTIN 09780367450328
- Genre Maths
- Sprache Englisch
- Anzahl Seiten 384
- Herausgeber CRC Press
- Größe H229mm x B152mm
- Jahr 2019
- EAN 9780367450328
- Format Kartonierter Einband
- ISBN 978-0-367-45032-8
- Veröffentlichung 02.12.2019
- Titel Bivariate Discrete Distributions
- Autor Kocherlakota
- Gewicht 453g