Methods to evaluate the effectiveness of advanced stop lines for motorcycles in improving road safety by Elena Santamariña-Rubio, Katherine Pérez

“…. • Various models are tested to correct existing overdispersion in the starting model: Poisson -Lognormal, Poisson- Gamma, Zero-Inflated Poisson, Zero-Inflated Negative Binomial, Hurdle model with Poisson distribution and with Negative Binomial distribution. …”
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Particle Swarm Optimization and Maximum Entropy Results for MX/G/1 Retrial G-Queue with Delayed Repair by Geetika Malik, Shweta Upadhyaya, Richa Sharma

“…The arrival pattern of customers is according to Poisson distribution. The service is such that first essential service (FES) is provided to every customer and second optional service (SOS) is provided in k phases to those who wants to opt for the same. …”
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Comparative Analysis of Stability to Induced Deadlocks for Computing Grids with Various Node Architectures by Tatiana R. Shmeleva

“…The execution intensity of guns which generate a malicious traffic is determined by a random function with the Poisson distribution. The modeling system CPN Tools is used for constructing models and measuring parameters. …”
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Women’s Autonomy and Anemia in Children under Five Years of Age: A Peruvian Population-Based Survey by Rosa Campos-Guerrero, Xiomara Genoveva Diaz-Molina, Rodrigo Vargas-Fernández, Diego Azañedo

“…The study employed generalized linear models with a Poisson distribution and log link function. Crude and adjusted prevalence ratios (aPR) were calculated, along with their corresponding 95% confidence intervals (CI), to assess the association of interest. …”
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APPLICATION OF POISSON PROCESS TO DROUGHT PREDICTION – THE CASE STUDY OF YUCHENG CITY by Y. Yang, Y. Song

“…That is, the annual drought counts in Yucheng City during the 10 years from 1974 to 1983 is regarded as the 10 realizations of the Poisson process, and the drought counts in Yucheng city during the 10 years is described by the Poisson distribution. The Gamma (1,1) of theta is used as the prior distribution, and its posterior distribution is calculated to be Gamma (60,11). …”
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Incidence and risk factors of glaucoma after surgery for congenital cataract diagnosed under one year of age: Protocol for Korean Nationwide Epidemiological Study for Childhood Gla... by Sooyeon Choe, Ahnul Ha, Sung Uk Baek, Jin-Soo Kim, Young Kook Kim

“…The rate of occurrence of post-CC-surgery glaucoma will be determined based on a Poisson distribution. Also, for cumulative incidence plotting, the Kaplan-Meier method will be used. …”
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Modelling fertility levels in Nigeria using Generalized Poisson regression-based approach by Jecinta U. Ibeji, Temesgen Zewotir, Delia North, Lateef Amusa

“…The total children ever born, being a count data, requires applying an appropriate regression model. Poisson distribution is the ideal distribution to describe this data, but it is deficient due to equality of variance and mean. …”
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NO2 exposure increases eczema outpatient visits in Guangzhou, China: an indication for hospital management by Luwen Zhang, Dian Jing, Qiaochu Lu, Shuqun Shen

“…The generalized additive model (GAM) and Poisson distribution were used to assess the association between short-term exposure of NO2 and the outpatient visits of patients with eczema. …”
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Improved Plasmodium falciparum dilution cloning through efficient quantification of parasite numbers and c-SNARF detection by Tatiane Macedo-Silva, Sanjay A. Desai, Gerhard Wunderlich

“…The resulting dilutions matched predictions from Poisson distribution calculations and yielded clonal lines. …”
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Dealing with varying detection probability, unequal sample sizes and clumped distributions in count data. by D Johan Kotze, Robert B O'Hara, Susanna Lehvävirta

“…Based on these results we recommend (a) add sampling effort (number of trapping days in our example) to the models as an offset term, (b) if precise information is available on seasonal variation in detectability of a study object, add seasonality to the models as an offset term; (c) if information on seasonal variation in detectability is inadequate, add seasonality as a free factor; and (d) specify the response variable of count data as following a negative binomial or over-dispersed Poisson distribution.…”
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Influence of synchronous and asynchronous signals from pyramidal neurons on synchronization of GABAergic interneuronal networks on the hippocampus by S. О. Kochubey

“…Jonas, 2006) together with a model of external synaptic signalling with a Poisson distribution of time interval between events. We demonstrated that a completely synchronized synaptic signal when every interneuron in the network was impacted by an electric current with the same amplitude and frequency caused oscillations with a high level of synchronization (k > 0,9) in the network. …”
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Application of queuing analysis for optimized utilization of laboratory staff: An observational study by Alekh Verma, Shakti Kumar Yadav, Aastha Narula, Amul K Butti, Namrata Sarin, Ruchika Gupta, Sompal Singh

“…QA was performed using Poisson distribution function for patient arrival and exponential distribution function for service rate. …”
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Coherent States for Fractional Powers of the Harmonic Oscillator Hamiltonian by Kristina Giesel, Almut Vetter

“…The second approach is inspired by coherent states based on a fractional Poisson distribution introduced by Laskin, which however turn out not to satisfy all properties to yield good semiclassical results for the operators considered here and in particular do not satisfy a resolution of identity as claimed. …”
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Statistical analysis and significance testing of serial analysis of gene expression data using a Poisson mixture model by Zuyderduyn Scott D

“…These profiles are count-based and are assumed to follow a Binomial or Poisson distribution. However, tag counts observed across multiple libraries (for example, one or more groups of biological replicates) have additional variance that cannot be accommodated by this assumption alone. …”
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RELATIVE RISK OF CORONAVIRUS DISEASE (COVID-19) IN SOUTH SULAWESI PROVINCE, INDONESIA: BAYESIAN SPATIAL MODELING by Aswi Aswi, Andi Mauliyana, Muhammad Arif Tiro, Muhammad Nadjib Bustan

“…Bayesian spatial CAR localised models with different hyperpriors were performed adopting a Poisson distribution for the confirmed Covid-19 counts to examine the grouping of Covid-19 cases. …”
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COPD mortality and exacerbations in the placebo group of clinical trials over two decades: a systematic review and meta-regression by Stefan Andreas, Christian Röver, Judith Heinz, Christian Taube, Tim Friede

“…Mortality rate was modelled based on a Poisson distribution for the event counts. Adding information on mortality as well as on newly published studies on a previous database, we performed a meta-regression. …”
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A Logistic Regression Based Auto Insurance Rate-Making Model Designed for the Insurance Rate Reform by Zhengmin Duan, Yonglian Chang, Qi Wang, Tianyao Chen, Qing Zhao

“…Secondly, the claim frequency is better fitted using the Poisson distribution, however the claim cost is better fitted using the Gamma distribution. …”
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Low Dose PET Image Reconstruction with Total Variation Using Alternating Direction Method. by Xingjian Yu, Chenye Wang, Hongjie Hu, Huafeng Liu

“…Two types of objective function were established based on two statistical models of measured PET data, least-square (LS) TV for the Gaussian distribution and Poisson-TV for the Poisson distribution. To efficiently obtain high quality reconstructed images, the alternating direction method (ADM) is used to solve these objective functions. …”
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A hybrid finite production rate system featuring random breakdown and rework by Singa Wang Chiu, Hui-Cun Chen, Hua-Yao Wu, Yuan-Shyi Peter Chiu

“…This study addresses the aforementioned concerns by examining a hybrid finite production rate (FPR) system featuring: breakdown that follows the Poisson distribution, and rework/repair of all the nonconforming goods produced. …”
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The incidence of type 1 diabetes mellitus among 15-34 years aged Lithuanian population: 18-year incidence study based on prospective databases by Radzevičienė Lina, Jurgevičienė Nijolė, Žalinkevičius Rimantas, Ostrauskas Rytas, Lašaitė Lina

“…</p> <p>Results</p> <p>The average age-standardized incidence rate was 8.30 per 100,000 persons per year (95% Poisson distribution confidence interval [CI] 7.90-8.71) during 1991 - 2008 and was statistically significantly higher among males (10.44 per 100,000 persons per year, 95% CI 9.82-11.10) in comparison with females (6.10 per 100,000, 95% CI 5.62-6.62). …”
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