Results 21 to 30 of about 595,051 (315)
An alternative hyper-Poisson distribution
Statistica, 2013 An alternative form of hyper-Poisson distribution is introduced through its probability mass function and studies some of its important aspects such as mean, variance, expressions for its raw moments, factorial moments, probability generating function ...
C. Satheesh Kumar, B. Unnikrishnan Nair
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DISTRIBUSI POISSON DAN DISTRIBUSI EKSPONENSIAL DALAM PROSES STOKASTIK
Media Statistika, 2011 In the queueing system, the processes usually come from a Poisson process. In this system should be obtained an arrival distribution and a service distribution.
Sugito Sugito, Moch Abdul Mukid
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The two-parameter Poisson--Dirichlet point process [PDF]
, 2009 The two-parameter Poisson--Dirichlet distribution is a probability distribution on the totality of positive decreasing sequences with sum 1 and hence considered to govern masses of a random discrete distribution.
Handa, Kenji
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Counting processes with Bern\v{s}tein intertimes and random jumps [PDF]
, 2014 We consider here point processes $N^f(t)$, $t>0$, with independent increments and integer-valued jumps whose distribution is expressed in terms of Bern\v{s}tein functions $f$ with L\'evy measure $\nu$.
Orsingher, Enzo, Toaldo, Bruno
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Zhongguo gonggong weisheng, 2022 ObjectiveTo compare differences among the results of utilizing Poisson distribution, quasi-Poisson distribution, and negative binomial distribution in the generalized additive model (GAM) analysis on the association of ambient air ozone (O3) with ...
Zheng-rong GU, Xin-yu WANG, Hui XU
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A Berry-Esseen theorem for Pitman's $\alpha$-diversity
, 2020 This paper is concerned with the study of the random variable $K_n$ denoting the number of distinct elements in a random sample $(X_1, \dots, X_n)$ of exchangeable random variables driven by the two parameter Poisson-Dirichlet distribution, $PD(\alpha ...
Dolera, Emanuele, Favaro, Stefano
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On the One dimensional Poisson Random Geometric Graph [PDF]
, 2010 Given a Poisson process on a bounded interval, its random geometric graph is the graph whose vertices are the points of the Poisson process and edges exist between two points if and only if their distance is less than a fixed given threshold.
Decreusefond, Laurent, Ferraz, Eduardo
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Expectation Propagation for Poisson Data [PDF]
, 2019 The Poisson distribution arises naturally when dealing with data involving counts, and it has found many applications in inverse problems and imaging. In this work, we develop an approximate Bayesian inference technique based on expectation propagation ...
Arridge, Simon, Jin, Bangti, Zhang, Chen
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Multiple electromagnetic electron positron pair production in relativistic heavy ion collisions [PDF]
, 1996 We calculate the cross sections for the production of one and more electron-positron pairs due to the strong electromagnetic fields in relativistic heavy ion collisions.
Adrian Alscher +19 more
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The Poisson–Lindley Distribution: Some Characteristics, with Its Application to SPC
Mathematics, 2023 Statistical process control (SPC) is a significant method to monitor processes and ensure quality. Control charts are the most important tools in SPC.
Waleed Ahmed Hassen Al-Nuaami +2 more
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