Global Stability of an SEIS Epidemic Model with Nonlinear Incidence

机译：具有非线性事件的SEIS流行病模型的全局稳定性

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An SEIS epidemic model with nonlinear incidence is investigated. For this model, the threshold ensuring the existence of the endemic equilibrium is found, the backward bifurcation may happen for some parameter values. The global dynamical behaviors are analyzed completely.

机译：研究了具有非线性事件的SEIS流行病模型。对于此模型，找到确保地方平衡存在的阈值，某些参数值可能会发生向后分歧。全面分析了全局动力学行为。

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来源
《The World Advances in ELID-Grinding Technologies: Trends on High Efficiency and Essential Processing》|2008年|256-259|共4页
会议地点 Changsha(CN)
作者
Jianya Yang; rnJianquan Li; rnYiqun Li;
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作者单位

Jianya Yang@Department of Applied Mathematics,Yuncheng University,Shanxi Yuncheng 044000,China--Jianquan Li@Department of Applied Mathematics and Physics, Air Force Engineering University, Xi'an 710051, China--Yiqun Li@Department of Applied Mathematics and Physics, Air Force Engineering University, Xi'an 710051, China--;

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原文格式 PDF
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中图分类 TTB30;
关键词
nonlinear incidence; equilibrium; satbility; backward bifurcation;

机译：非线性入射平衡;稳定性;向后分叉;
入库时间 2022-08-26 14:04:01

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1. Global Stability for Delay SIR and SEIR Epidemic Models with Nonlinear Incidence Rate [J] . Gang Huang, Yasuhiro Takeuchi, Wanbiao Ma, Bulletin of Mathematical Biology . 2010,第5期

机译：具有非线性发生率的时滞SIR和SEIR传染病模型的全局稳定性
2. Global stability of equilibria of a diffusive SEIR epidemic model with nonlinear incidence [J] . Han Shuyu, Lei Chengxia Applied mathematics letters . 2019,第期

机译：非线性发病率扩散SEIR流行病模型的全球稳定性
3. Global stability for an special SEIR epidemic model with nonlinear incidence rates [J] . Sun CJ, Lin YP, Tang SP Chaos, Solitons and Fractals: Applications in Science and Engineering: An Interdisciplinary Journal of Nonlinear Science . 2007,第1期

机译：具有非线性发生率的特殊SEIR流行病模型的全局稳定性。
4. Global Stability of an SEIS Epidemic Model with Nonlinear Incidence [C] . P.H.M.Dian, D.Andueza, J.Ballet, Conference of Biomathematics . 2008

机译：具有非线性事件的SEIS流行病模型的全局稳定性
5. Biologically Feasible Epidemic Models and Stability of Disease Free System for Disease Control. [D] . Rafique, Hassan. 2015

机译：生物可行的流行病模型和用于疾病控制的无病系统的稳定性。
6. Global dynamics for a class of discrete SEIRS epidemic models with general nonlinear incidence [O] . Xiaolin Fan, Lei Wang, Zhidong Teng -1

机译：一类具有一般非线性事件的离散SEIRS流行病模型的全局动力学
7. Global Stability for Delay SIR and SEIR Epidemic Models with Nonlinear Incidence Rate [O] . Huang, Gang, Takeuchi, Yasuhiro, Ma, Wanbiao, 2010

机译：具有非线性发生率的时滞SIR和SEIR传染病模型的全局稳定性

Global Stability of an SEIS Epidemic Model with Nonlinear Incidence

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