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Chemostat Model of Competition between Plasmid-Bearing and Plasmid-Free Organism with the Impulsive State Feedback Control

机译：脉冲状态反馈控制质粒轴承与质粒生物体竞争的化疗模型

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Fengmei Tao; Zhong Zhao; Lansun Chen;
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1. Chemostat Model of Competition between Plasmid-Bearing and Plasmid-Free Organism with the Impulsive State Feedback Control [J] . Fengmei Tao, Zhong Zhao, Lansun Chen Discrete dynamics in nature and society . 2019,第Pta3期

机译：脉冲状态反馈控制质粒轴承与质粒生物体竞争的化疗模型
2. Chemostat Model of Competition between Plasmid-Bearing and Plasmid-Free Organism with the Impulsive State Feedback Control [J] . Fengmei Tao, Zhong Zhao, Lansun Chen Discrete dynamics in nature and society . 2018,第4期

机译：具有脉冲状态反馈控制的含质粒和无质粒生物竞争的化学恒等模型
3. A model of competition between plasmid-bearing and plasmid-free organisms in a chemostat with periodic input [J] . Xiang ZY, Song XY Chaos, Solitons and Fractals: Applications in Science and Engineering: An Interdisciplinary Journal of Nonlinear Science . 2007,第4期

机译：具有周期性输入的化学恒温器中带有质粒的生物体与不含质粒的生物体之间的竞争模型
4. Competition between plasmid-bearing and plasmid-free organisms in a chemostat [C] . Luo Jianmei, Qu Juan 2011 6th IEEE Joint International Information Technology and Artificial Intelligence Conference . 2011

机译：化学恒温器中带有质粒的生物与不含质粒的生物之间的竞争
5. Stabilization of chemostats via feedback linearization [D] . Noussi, Hubert Kamdem 2008

机译：通过反馈线性化来稳定化工厂
6. Erratum: prevalence of plasmid-bearing and plasmid-free chlamydia trachomatis infection among women who visited obstetrics and gynecology clinics in Malaysia [O] . Tee Cian Yeow, Won Fen Wong, Negar Shafiei Sabet, 2016

机译：勘误：在马来西亚的妇产科门诊就诊的妇女沙眼衣原体携带质粒和无质粒的感染率
7. A DISCRETE-DELAYED MODEL WITH PLASMID-BEARING, PLASMID-FREE COMPETITION IN A CHEMOSTAT [O] . Sze-bi Hsu, Cheng-che Li 2013

机译：在CHEmOsTaT中具有质粒承载，无质量竞争的离散延迟模型
8. Photoreactivation of Ultraviolet-Irradiated, Plasmid-Bearing and Plasmid-Free Strains of Bacillus anthracis [R] . Knudson, G. B. 1985

机译：紫外线照射，质粒携带和无质粒的炭疽杆菌的光活化

Chemostat Model of Competition between Plasmid-Bearing and Plasmid-Free Organism with the Impulsive State Feedback Control

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