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Your search for [subject]Poisson distribution returned 10 records. |
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The binomial distribution compounded with the beta and Poisson distributions.
by Mallari, Paz P., 1950-;
Subject: Binomial distribution; Functions, Beta; Poisson distribution.
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Poisson's exponential binomial limit. : Table I. Individual terms QA.
by Molina, E. C. (Edward Charles), b. 1877; New York: Van Nostrand, 1942.
Subject: Poisson distribution.
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Unbounded function asymptotics in poisson approximation.
by Rey, Mia Pang; Quezon City, Philippines: University of the Philippines, 2006.
Subject: Mathematics; Poisson distribution; Asymptotic distribution (Probability theory); Approximation theory.
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Handbook of the Poisson distribution.
by Haight, Frank Arnold; New York: Wiley, 1967.
Subject: Poisson distribution; Stochastic processes.
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Elements of mathematical statistics : also L.v. Bortkiewicz, Table of Poisson's frequency function.
by Cambridge, Mass.Charlier, Carl Vilhelm L., 1862-1934, , 1947.;
Subject: Mathematical statistics; Poisson distribution.
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Modelling aggregate insurance claims using mixed exponential distribution for individual claim size.
by Hutabarat, Agnestina; 2002.
Subject: Insurance claims -- Philippines; Distribution (Probability theory); Exponential families (Statistics); Poisson distribution; Insurance claims -- PhilippinesxMathematical models; Health Care Incorporated.
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On the compound poisson model for aggregate insurance claims.
by Subakti, Adrian M.; 2001.
Subject: Insurance claims -- Mathematical models; Poisson distribution.
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Unbounded function asymptotics in poisson approximation.
by Rey, Mia Pang; 2006.
Subject: Asymptotic distribution (Probability theory); Poisson distribution; Approximation theory; Distribution (Probability theory).
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Approximating ruin probability for the "Medicare para sa Masa" of the Philippine Health Insurance Corporation using brownian motion with drift process.
by Ramos, Cherry Rose A.; 2002.
Subject: Insurance -- Statistical methods; Poisson distribution; Insurance, Health.
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Approximating ruin probability for the "Medicare Para sa Masa" of the Philippine Health Insurance Corporation using Brownian motion with drift process.
by Ramos, Cherry Rose Alberto, 1978-; 2002.
Subject: Insurance claims -- Philippines -- Mathematical models; Risk (Insurance) -- Philippines -- Mathematical models; Philippine Health Insurance Corporation; Brownian motion processes; Poisson distribution.
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