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Time-dependent random effect Poisson random field model for polymorphism within and between two related species

机译：两个相关物种之间及其之间的多态性的时变随机效应泊松随机场模型

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作者
Zhou, Shilei.;
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作者单位

University of Nevada, Las Vegas.;

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授予单位 University of Nevada, Las Vegas.;
学科 Statistics.
学位 Ph.D.
年度 2013
页码 87 p.
总页数 87
原文格式 PDF
正文语种 eng
中图分类
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专利

1. A time-dependent Poisson random field model for polymorphism within and between two related biological species [J] . Amei A., Sawyer S. The Annals of applied probability: an official journal of the Institute of Mathematical Statistics . 2010,第5期

机译：一个时间相关的泊松随机场模型，用于两个相关生物物种之间及其之间的多态性
2. "Poisson" models of random fields with applications in transport theory [J] . Mikhailov G.A. Computational mathematics and mathematical physics . 2012,第1期

机译：随机场的“泊松”模型及其在输运理论中的应用
3. Random crystal field effect on the kinetic spin-3/2 Blume-Capel model under a time-dependent oscillating field [J] . El Hachimi A. G., Dakir O., Ahmed S. Sidi, Physica, A. Statistical mechanics and its applications . 2016,第Null期

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4. Hierarchical Bayesian Model for Gaussian, Poisson and Ordinal Random Fields [C] . Pierrette Chagneau, Frederic Mortier, Nicolas Picard, European Conference on Geostatistics for Environmental Applications . 2010

机译：高斯，泊松和序数随机领域的分层贝叶斯模型
5. A time-dependent Poisson random field model for polymorphism within and between two related species. [D] . Amei, Amei. 2007

机译：一个时间相关的泊松随机场模型，用于两个相关物种之间和之间的多态性。
6. Statistical Inference of Selection and Divergence from a Time-Dependent Poisson Random Field Model [O] . Amei Amei, Stanley Sawyer 2009

机译：从时变泊松随机场模型中选择和发散的统计推断
7. Time-Dependent Random Effect Poisson Random Field Model for Polymorphism within and Between Two Related Species [O] . Zhou Shilei 2013

机译：两种相关物种内部和之间多态性的时变随机效应泊松随机场模型
8. New Metamodeling Approach for Time-dependent Reliability of Dynamic Systems with Random Parameters Excited by Input Random Processes. [R] . Baseski, I., Drignei, D., Mourelatos, Z. P., 2014

机译：输入随机过程激励随机参数动态系统时变可靠性的新元模型方法。

Time-dependent random effect Poisson random field model for polymorphism within and between two related species

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