Set for experimental determination of the dispersion of the Poisson distribution

• 1. 用于确定差分群时延和偏振模色散的方法和设施 [P] . 中国专利： CN101688819B . 2014.01.29
• 2. 用于确定差分群时延和偏振模色散的方法和设施 [P] . 中国专利： CN101688819A . 2010-03-31
• 3. A composition for determination of airborne-dispersion and distribution of agent by spectral or muti spectral imaging process and a method for determination of airborne-dispersion and distribution of agent using the same [P] . KR20210088428A . 2021-07-14

  机译： 通过光谱或多种光谱成像方法确定空气传播分散和试剂分布的组合物，以及使用该方法测定空气传播分散和试剂分布的方法

• 4. Method of determination of the number of bacteria using the Poisson distribution method [P] . PL386318A1 . 2010-04-26

  机译： 用泊松分布法测定细菌数的方法

• 5. Apparatus for the determination of the mean frequency of a phenomenon with poisson's distribution [P] . 英国专利： GB1133503A . 1968-11-13

  机译： 用于确定具有泊松分布的现象的平均频率的设备

• 1. Do bacterial cell numbers follow a theoretical Poisson distribution? Comparison of experimentally obtained numbers of single cells with random number generation via computer simulation [J] . Kento Koyama, Hidekazu Hokunan, Mayumi Hasegawa, Food microbiology . 2016,第deca期
• 2. On Infinitely Divisible Exponential Dispersion Model Related to Poisson-Exponential Distribution [J] . VLADIMIR VINOGRADOV Communications in Statistics. A, Theory and Methods . 2007,第1a4期
• 3. MODELING UNDER- AND OVER-DISPERSION USING q-ANALOGUES OF THE POISSON DISTRIBUTION [J] . Adrienne W. Kemp American Journal of Mathematical and Management Sciences . 2005,第3a4期
• 4. Experimental Determination of Modulus of Elasticity and Poisson's Ratio of Porous Concrete Brick Masonry [C] . Zhang yufei, Wang chunhua, Yang dan International Conference on Health Monitoring of Structure, Material and Environment;HMSME 2007 . 2007
• 5. Bayesian sample size determination for sampling from two Poisson distributions with underreporting. [D] . Allen, Stanley. 2006
• 6. Determination of effective factors on geographic distribution of the incidence of colorectal cancer in Tehran using geographically weighted Poisson regression model [O] . Kamyar Mansori, Masoud Solaymani-Dodaran, Alireza Mosavi-Jarrahi, 2019
• 7. DETERMINATION OF THE GOODNESS OF FIT OF A DISTRIBUTION TO A SET OF EXPERIMENTAL DATA [O] . Ashraf Aziz 2006
• 8. Mathematical improvement of method for computing Poisson integrals involved in determination of velocity distribution on airfoils [R] . Flugge-Lotz, I 1951

• 1. Experimental Determination and Modeling of Bubble Size Distributions in Bubble Columns [J] . H.F.Svendsen ,罗和安 ,K.W.Hjarbo . 中国化学工程学报：英文版 . 1998,第1期
• 2. Experimental and numerical simulation of air distribution and microorganism pollutant dispersion in gymnasium [J] . 马飞 ,霍廖然 ,谢慧 . 中南大学学报 . 2009,第0S1期
• 3. The Conditional Poisson Process and the Erlang and Negative Binomial Distributions [J] . Anurag Agarwal ,Peter Bajorski ,David L. Farnsworth . 统计学期刊（英文） . 2017,第1期
• 4. Non-Homogeneous Poisson Processes Applied to Count Data:A Bayesian Approach Considering Different Prior Distributions [J] . Lorena Vicini ,Luiz K.Hotta ,Jorge A.Achcar . 环境保护（英文） . 2012,第10期
• 5. MULTIVARIATE SURVIVAL DISTRIBUTIONS OF AGE AND RESIDUAL LIFETIME PROCESSES IN NONHOMOGENEOUS POISSON PROCESS [J] . 叶尔骅 ,华就昆 . 高校应用数学学报：英文版（B辑） . 1993,第2期
• 6. 氢化物无色散原子荧光光度计法测定多金属矿物中铋不确定度评定 [C] . Cao Sheng ,曹胜 ,Chen Lizhu . 2017中国光谱仪器前沿技术学术研讨会 . 2017
• 7. 基于Mie理论和K-K色散关系的颗粒材料辐射参数确定 [A] . 王兴凯 . 2007