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Particle systems corresponding to Fleming-Viot processes with selection (Recent Trends in Stochastic Models arising in Natural Phenomena and the Theory of Measure-valued Stochastic Processes)

机译：对应于选择的Fleming-Viot过程的粒子系统（自然现象中出现的随机模型的最新趋势和量值随机过程的理论）

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Itatsu Seiichi;
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年度 2000
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1. State-dependent stochastic models: A general stochastic framework for modeling deteriorating engineering systems considering multiple deterioration processes and their interactions [J] . Jia Gaofeng, Gardoni Paolo Structural Safety . 2018,第期

机译：状态相关的随机模型：考虑多个恶化过程及其相互作用的，用于建模恶化的工程系统的通用随机框架
2. Bayesian inference for stochastic processes , Lyle D Broemeling , Boca Raton : CRC Press . Bayesian inference for stochastic processes Bayesian inference for stochastic processes , Lyle D Broemeling Lyle D Lyle D Broemeling Broemeling , Boca Raton Boca Raton : CRC Press CRC Press . [J] . Isheden Gabriel Biometrics: Journal of the Biometric Society : An International Society Devoted to the Mathematical and Statistical Aspects of Biology . 2019,第4期

机译：贝叶斯推断随机过程，莱卡·格兰林，博卡尔·兰顿：CRC压力机。随机过程贝叶斯推断贝叶斯推理随机过程，莱尔德博中林林莱尔迪莱尔德浏览刷新，Boca Raton Boca Raton：CRC按CRC压力机。
3. Method of modelling operation and maintenance processes in public transport systems using a certain class of stochastic processes [J] . Bogdan Landowski MATEC Web of Conferences . 2021,第a期

机译：使用一类随机过程建模运营和维护过程的操作和维护过程
4. Characterization and parameterization of a class of multivariable non-summable stochastic processes with bounded stochastic trends [C] . Chude-Okonkwo Uche A.K., Nunoo Solomon, Ngah Razali, 2013 IEEE International Conference on Signal and Image Processing Applications . 2013

机译：一类具有有限随机趋势的多变量非求和随机过程的表征与参数化
5. A semi-parametric model to investigate growth trend of certain stochastic processes. [D] . Diaz-Ceballos, Francisco Javier. 2002

机译：一个半参数模型，用于研究某些随机过程的增长趋势。
6. Distribution Theory Stochastic Processes and Infectious Disease Modelling [O] . Ping Yan -1

机译：分布理论随机过程和传染病建模
7. On the reversibility problem of Fleming-Viot processes (Recent Trends in Stochastic Models arising in Natural Phenomena and the Theory of Measure-valued Stochastic Processes) [O] . Li Zenghu, Shiga Tokuzo 2000

机译：关于Fleming-Viot过程的可逆性问题（自然现象中出现的随机模型的最新趋势和量值随机过程的理论）
8. Measure-Valued Processes in the Control of Partially-Observable Stochastic Systems. [R] . Fleming, W. H. 1979

机译：部分可观测随机系统控制中的测量值过程。

Particle systems corresponding to Fleming-Viot processes with selection (Recent Trends in Stochastic Models arising in Natural Phenomena and the Theory of Measure-valued Stochastic Processes)

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