The Poisson distribution [kasetvideo]

Subjects: “…Poisson distribution…”

The poisson distribution [filem] by Massachusetts Institute of Technology. Center for Advanced Engineering Study

Subjects: “…Poisson distribution…”

An alternative hyper-Poisson distribution by C. Satheesh Kumar, B. Unnikrishnan Nair

“…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 and recursion formulae for its probabilities, raw moments and factorial moments. …”
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Modified intervened Poisson distribution by C. Satheesh Kumar, D S. Shibu

“…Some real life data sets are given here to illustrate MIPD is the best fit among intervened generalized Poisson distribution (IGPD), intervened Poisson distribution (IPD) and Positive Poisson distribution (PPD).…”
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Generalized poisson distributions : properties and applications / by Consul, P. C., 1923-

Subjects: “…Poisson distribution…”

Pseudo-Poisson Distributions with Concomitant Variables by Barry C. Arnold, Bangalore G. Manjunath

“…It has been argued in Arnold and Manjunath (2021) that the bivariate pseudo-Poisson distribution will be the model of choice for bivariate data with one equidispersed marginal and the other marginal over-dispersed. …”
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Transactional Interpretation and the Generalized Poisson Distribution by Marcin Makowski, Edward Wiktor Piotrowski

“…Then, we propose a <i>risk of risk</i> concept that is in fact the second central moment of the generalized Poisson distribution. This is an important numerical characterization of squeezed coherent strategies. …”
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Recent Developments in Mixed Poisson Distributions by Seng Huat Ong, Yeh Ching Low, Kian Kok Toh

“…Mixed Poisson distributions are a class of distributions arising from the Poisson mean fluctuating as a random variable. …”
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RESCUE 1122: APPLICATION OF POISSON DISTRIBUTION by Muhammad Imran, Jamal Abdul Nasir, Syed Arif Ahmed Zaidi

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Prediction of selection response for Poisson distributed traits by Foulley JL

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Zero-Dependent Bivariate Poisson Distribution with Applications by Najla Qarmalah, Abdulhamid A. Alzaid

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Application of Gompertz-Poisson Distribution in LifetimeTheory by Shahram Yaghoubzadeh Shahrestani

“…Gompertz-Poisson distribution is a three-parameter lifetime distribution with increasing, decreasing, increasing-decreasing and unimodal shape failure rate function and a composition of Gompertz and Poisson distributions cut at zero point that in this paper estimated the parameters of the distribution by maximum likelihood method and in order to confirm the calculated estimates, based on random sample with volumes of 100, 200, 300, 400 and 500 of Gompertz-Poisson distribution simulation study was conducted. …”
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Linear Bayesian Estimation of Misrecorded Poisson Distribution by Huiqing Gao, Zhanshou Chen, Fuxiao Li

Subjects: “…misrecorded Poisson distribution…”
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On Miller–Ross-Type Poisson Distribution Series by Basem Aref Frasin, Luminiţa-Ioana Cotîrlă

Subjects: “…Miller–Ross-type Poisson distribution series…”
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Bayesian Approaches for Poisson Distribution Parameter Estimation by Yadpirun Supharakonsakun

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The Modes of the Poisson Distribution of Order 3 and 4 by Yeil Kwon, Andreas N. Philippou

Subjects: “…poisson distribution of order <i>k</i>…”
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Simpler estimators for K-Flated Poisson distribution by Razik Ridzuan Mohd Tajuddin

“…The point of inflation or deflation for Poisson distribution cannot be defined objectively. Therefore, the maximum likelihood function may not be used efficiently to derive an estimator. …”
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Pricing automobile insurance using mixed Poisson distributions by Simeunović Ivana, Balaban Mladenka, Bodroža Duško

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Geometric Power Lindley Poisson Distribution: Properties and Applications by Mahmoud M. Mansour, Mohammad Ahsanullah, Zohdy M. Nofal, Omar H. Khalaf

Subjects: “…Lindley distribution; Geometric distribution; Maximum likelihood estimation; truncated Poisson distribution.…”
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Bayesian Forecasting of Bounded Poisson Distributed Time Series by Feng-Chi Liu, Cathy W. S. Chen, Cheng-Ying Ho

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