![A new one-parameter discrete distribution with associated regression and integer-valued autoregressive models A new one-parameter discrete distribution with associated regression and integer-valued autoregressive models](https://www.degruyter.com/document/doi/10.1515/ms-2017-0407/asset/graphic/j_ms-2017-0407_fig_001.jpg)
A new one-parameter discrete distribution with associated regression and integer-valued autoregressive models
![Observed distribution of cluster depth (black) and the fitted mixed... | Download Scientific Diagram Observed distribution of cluster depth (black) and the fitted mixed... | Download Scientific Diagram](https://www.researchgate.net/profile/Zhenmin-Bao/publication/231645706/figure/fig2/AS:300366651510791@1448624398362/Observed-distribution-of-cluster-depth-black-and-the-fitted-mixed-Poisson-model.png)
Observed distribution of cluster depth (black) and the fitted mixed... | Download Scientific Diagram
![poisson distribution - Mixed model with plenty of 0's and a unique fixed effect per a random factor - Cross Validated poisson distribution - Mixed model with plenty of 0's and a unique fixed effect per a random factor - Cross Validated](https://i.stack.imgur.com/6gmyz.png)
poisson distribution - Mixed model with plenty of 0's and a unique fixed effect per a random factor - Cross Validated
![Difference between Gaussian and Poisson distributions. Graph shows two... | Download Scientific Diagram Difference between Gaussian and Poisson distributions. Graph shows two... | Download Scientific Diagram](https://www.researchgate.net/profile/Mark-Rzeszotarski/publication/275590589/figure/fig5/AS:366375081136133@1464362034205/Difference-between-Gaussian-and-Poisson-distributions-Graph-shows-two-Poisson-and-two.png)
Difference between Gaussian and Poisson distributions. Graph shows two... | Download Scientific Diagram
![SOLVED:Poisson process cannot fit the arrival of insurance claims Consider Polya process N(t),t 2 0, mixed poisson process with random intensity following Gamma distribution_ Conditioning on ^ =4 N is distributed as SOLVED:Poisson process cannot fit the arrival of insurance claims Consider Polya process N(t),t 2 0, mixed poisson process with random intensity following Gamma distribution_ Conditioning on ^ =4 N is distributed as](https://cdn.numerade.com/ask_images/0ebba04097a74d5dba931b5a767e662f.jpg)