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Efficient Stochastic Trace Generation for Transcription ⋆
Ferdowsi A, Függer M, Nowak T.
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Poisson and Compound Poisson Approximations for Random Sums of Random Variables
Journal of Applied Probability, 1996We derive upper bounds for the total variation distance, d, between the distributions of two random sums of non-negative integer-valued random variables. The main results are then applied to some important random sums, including cluster binomial and cluster multinomial distributions, to obtain bounds on approximating them to suitable Poisson or ...
Palaniappan Vellaisamy
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A stopping rule for a compound poisson random variable
Applied Stochastic Models and Data Analysis, 1995AbstractAn optimal empirical Bayesian stopping rule for the Poisson compounded with the geometric distribution is developed and applied to the problem of the sequential testing of computer software. For each checkpoint in time, either the software satisfies a desired economic criterion, or else the software testing is continued.
RANDOLPH, P, SAHINOGLU, M
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The Computer Generation of Poisson Random Variables
Computing (Vienna/New York), 1981An exact method for the generation of Poisson random variables on a computer is presented. The average time required per random variate decreases as the Poisson parameter tends to infinity.
L Devroye
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The compound Poisson random variable’s approximation to the individual risk model
Insurance: Mathematics and Economics, 2005zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Yang, Jingping +2 more
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