EXISTENCE AND UNIQUENESS OF ENDEMIC STATES FOR THE AGE-STRUCTURED SEIR EPIDEMIC MODEL

Xuezhi LI; Jing CHEN

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EXISTENCE AND UNIQUENESS OF ENDEMIC STATES FOR THE AGE-STRUCTURED SEIR EPIDEMIC MODEL

机译：年龄结构的Seir流行模型的流行状态的存在性和唯一性

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摘要

An age-structured SEIR epidemic model of a vertically as well as horizontally transmitted disease is investigated. Threshold results for the existence of endemic states are established for most cases. Under certain conditions, uniqueness is also shown. Threshold used are explicitly computable in term of demographic and epidemiological parameters of the model.

机译：研究了垂直传播和水平传播疾病的年龄结构SEIR流行病模型。大多数情况下都建立了流行病状态的阈值结果。在某些条件下，还将显示唯一性。根据模型的人口统计学和流行病学参数，可以明确地使用阈值。

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来源
《Journal of Systems Science and Complexity》 |2006年第1期|p.114-127|共14页
作者
Xuezhi LI; Jing CHEN;
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作者单位

Department of Mathematics, Xinyang Teachers College, Xinyang 464000, China;

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原文格式 PDF
正文语种 eng
中图分类数学;
关键词
age structure; positive endemic state; seir epidemic model; threshold value; vertical transmission;

机译：年龄结构;阳性流行状态;围堰流行模型;阈值;垂直传播;

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专利

1. EXISTENCE AND UNIQUENESS OF ENDEMIC STATES FOR THE AGE-STRUCTURED SEIR EPIDEMIC MODEL [J] . Xuezhi LI, Jing CHEN 系统科学与复杂性：英文版 . 2006,第001期

机译：年龄结构的Seir流行模型的流行状态的存在性和唯一性
2. Existence and uniqueness of endemic states for the age-structured S-I-R epidemic model [J] . Cha Y., Milner FA., Iannelli M. Mathematical Biosciences: An International Journal . 1998,第2期

机译：具有年龄结构的S-I-R流行模型的地方病状态的存在和唯一性
3. Existence, multiplicity and stability of endemic states for an age-structured S-I epidemic model [J] . Breda D., Visetti D. Mathematical Biosciences: An International Journal . 2012,第1期

机译：具有年龄结构的S-I流行病模型的地方性状态的存在，多重性和稳定性
4. A Predator-Prey Model with SEIR and SEIRS Epidemic in the Prey [C] . S.-M. Gurova International Conference for Promoting the Application of Mathematics in Technical and Natural Sciences . 2019

机译：捕食者和塞维尔斯在猎物中疫情的捕食者 - 猎物模型
5. Existence, Uniqueness, and Stability of Traveling Waves in Neural Field Models [D] . Dyson, Alan. 2019

机译：神经场模型行驶波的存在，唯一性和稳定性
6. Prediction of the COVID-19 epidemic trends based on SEIR and AI models [O] . Shuo Feng, Zebang Feng, Chen Ling, 2021

机译：基于SEIR和AI模型的Covid-19流行趋势预测
7. Existence, multiplicity and stability of endemic states for an age-structured S-I epidemic model [O] . Breda, D., Visetti, D. 2010

机译：地方性国家的存在，多样性和稳定性年龄结构的s-I流行病模型

EXISTENCE AND UNIQUENESS OF ENDEMIC STATES FOR THE AGE-STRUCTURED SEIR EPIDEMIC MODEL

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