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Theory and Method

A Variant of the Acceptance-Rejection Method for Computer Generation of Random Variables

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Pages 446-451 | Received 01 Dec 1978, Published online: 12 Mar 2012

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Herman Rubin & Brad C. Johnson. (2006) Efficient generation of exponential and normal deviates. Journal of Statistical Computation and Simulation 76:6, pages 509-518.
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ArthurV. Peterson$suffix/text()$suffix/text() & RichardA. Kronmal. (1982) On Mixture Methods for the Computer Generation of Random Variables. The American Statistician 36:3a, pages 184-191.
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Efraim Shmerling. (2013) A range reduction method for generating discrete random variables. Statistics & Probability Letters 83:4, pages 1094-1099.
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. 2012. Exploring Monte Carlo Methods. Exploring Monte Carlo Methods 307 336 .
Arthur V. Peterson & Richard A. Kronmal. 2004. Encyclopedia of Statistical Sciences. Encyclopedia of Statistical Sciences.
J. Cole Smith & Sheldon H. Jacobson. (2005) An Analysis of the Alias Method for Discrete Random-Variate Generation. INFORMS Journal on Computing 17:3, pages 321-327.
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M.T. Boswell, S.D. Gore, G.P. Patil & C. Taillie. 1993. Computational Statistics. Computational Statistics 661 721 .
Reuven Y. Rubinstein & Joseph Kriemer. (1988) A batch acceptance complement method for generating random variables. European Journal of Operational Research 35:2, pages 278-285.
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Richard A. Kronmal & Arthur V. PetersonJr.Jr.. (1984) An acceptance-complement analogue of the mixture-plus-acceptance-rejection method for generating random variables. ACM Transactions on Mathematical Software 10:3, pages 271-281.
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