传染病建模,epidemic modeling英语短句,例句大全

传染病建模,epidemic modeling
1)epidemic modeling传染病建模
2)Epidemic model传染病模型
1.A epidemic model with time delay and diffusion;一类具时滞和扩散的传染病模型
2.Ecology-epidemic model considering effective contact rate dependent on total number of persons;具有依赖于总人数的有效接触率的生态-传染病模型
3.Analyses of a SIS epidemic model with nonlinear incidence rate;具有非线性传染率的传染病模型分析

英文短句/例句

1.The Study of Epidemiological Models with Nonlinear Incidence Rates;具有非线性传染率的传染病模型研究
2.Study of Epidemic Model with Tacit Knowledge Transfer;“传染病模型”在隐性知识传播中的应用
3.The Discrete-time SIR, SIS Epidemical Model;离散SIR，SIS型传染病模型的研究
4.Study on Dynamical Models of Epidemic Diseases with Nonmonotone Incidence Rate具有非单调传染率的传染病模型的动力学研究
5.SIQRS epidemic model with delay corresponding to immune period and saturated incidence rate含时滞具有饱和传染率的SIQRS接种传染病模型
6.Global Analysis of SIS Epidemic Model with Vertical Infections一类具有垂直传染的SIS传染病模型的全局分析
7.Behavior of an Epidemic Model with Nonlinear Incidence一类具有非线性传染率的传染病模型性态分析
8.The Periodic Solution of a SIR Epidemic Model with Periodic Vertical Infection Rate具有周期传染率和垂直传染的SIR传染病模型的周期解
9.The Study for Several Epidemic Models with a Varying Total Population Size;几类总人口变动的传染病模型的研究
10.Uniqueness of Positive Periodic Solution of an Epidemic SIS Model With Variable Coefficient;非自治SIS传染病模型正周期解唯一性
11.A Epidemic Model with Stage-structure and Logistic Death Rate;具有阶段结构和Logistic死亡的传染病模型
12.Epidemiological model with distributed time lag in recovery class;恢复类中具有分布时滞的传染病模型
13.The SEIRS Epidemic Model in Complex Networks复杂网络上SEIRS类传染病模型的研究
14.The Dynamics of SEIS Epidemic Model with Diffusion Terms具有扩散项的SEIS传染病模型的动力学
15.Malthusian parameter for epidemic models传染病模型中的马尔萨斯常数(英文)
16.Stability of an SIR Epidemic Model with Time Delay一类带时滞的SIR传染病模型的稳定性
17.A vertical transmission DS-Ⅰ-R model with vaccination一类接种的DS-Ⅰ-R传染病模型研究
18.Analysis on the Stability for a Class of SARS Epidemic Model一类SARS传染病模型的稳定性分析

相关短句/例句

Epidemic model传染病模型
1.A epidemic model with time delay and diffusion;一类具时滞和扩散的传染病模型
2.Ecology-epidemic model considering effective contact rate dependent on total number of persons;具有依赖于总人数的有效接触率的生态-传染病模型
3.Analyses of a SIS epidemic model with nonlinear incidence rate;具有非线性传染率的传染病模型分析
3)Infectious Disease Model传染病模型
1.In this paper,the well-posedness of the solution to infectious disease model with Non-lifelong immunity is discussed.本文将讨论非终生免疫性传染病模型解的适定性及正则性 ;同时证明了整体解的存在 ,以及解对初值的连续依
2.The space periodic solution and chaos of a class of infectious disease model are discussed in this paper.本文讨论一类传染病模型的空间周期解及混沌问题。
3.A mathematical model formulating the transmission of infectious disease via some vector is established,which is an SIS type of infectious disease model with distribution delay.建立了一类通过媒介传播、含有分布时滞的SIS传染病模型,得到了地方病平衡点存在的阈值。
4)epidemic models传染病模型
1.The Study for Several Epidemic Models with a Varying Total Population Size;几类总人口变动的传染病模型的研究
2.We discuss the epidemic models with impulsive vaccination and age of infection.讨论了带有脉冲免疫和传染年龄的传染病模型。
3.This paper discussed the SIQV epidemic models with impulsive vaccination and impulsive quarantine.讨论了带有免疫和脉冲隔离的SIQV传染病模型。
5)infection model传染病模型
1.An extended dynamic model for SARS epidemic was deduced on the basis of the K_M infection model with taking the density constraint of susceptible population and the cure and death rate of patients into consideration.　在K_M传染病模型的基础上,进一步考虑易感人群的密度制约以及患病者类的死亡与治愈率等因素,建立了描述SARS传染病的一个新的动力学模型,分析了该模型平衡点的稳定性态·　证明了疾病消除平衡点在一定条件下是全局渐进稳定的,而地方病平衡点不是渐近稳定的·　得到了该传染病系统在适当条件下为永久持续生存的结果·
2.The latent and immunity period of inflection can be reflected by the infection model with delay,and more studies pay attention to them.具有时滞的传染病模型能较好反映传染病的潜伏期、免疫期等问题,对其研究越来越受到重视。
3.This paper analyzes the technology innovation diffusion and absorption in technology innovation networks,imitates technology innovation diffusion and absorption progress by Infection Model and Cigarette Model,which directly displays the relationship of influent factors,then offers a new way to research these problems using fixed quantity method.研究了技术创新网络中技术创新的扩散和吸收,分别用传染病模型和香烟模型模拟了技术创新吸收的过程,直观显示了各影响因素之间的关系,并且为今后定量研究此类问题提供了新的思路。
6)Mathematical model of infectious diseases传染病数学模型