Modeling and Dynamics of Infectious Diseases Series in Contemporary Applied Mathematics 1st Edition by Zhien Ma, Yicang Zhou, Jianhong Wu 9789814261258 9814261254

Modeling and Dynamics of Infectious Diseases Series in Contemporary Applied Mathematics 1st Edition by Zhien Ma, Yicang Zhou, Jianhong Wu – Ebook PDF Instant Download/Delivery: 9789814261258, 9814261254

Full download Modeling and Dynamics of Infectious Diseases Series in Contemporary Applied Mathematics 1st Edition after payment

Product details:

ISBN 10: 9814261254

ISBN 13: 9789814261258

Author: Zhien Ma, Yicang Zhou, Jianhong Wu

Table of contents:

I. Zhien Ma: Some Recent Results on Epidemic Dynamics Obtained by Our Group
Abstract
1 Basic knowledge on epidemic dynamics
2 Epidemic models with vaccination
3 Epidemic models with quarantine strategy
4 Epidemic models with complicated structures
5 Epidemic models with natural age and infection age structures
6 Epidemic models with time dependent coefficients
7 Epidemic models combining with population ecology
8 Epidemic models combining with ecotoxicology
9 The phenomenon of stability switches on some epidemic models with time delay
10 Study on HIV / AIDS
11 Modeling and study for SARS transmission and control in China
References

II. Fred Brauer, Jianhong Wu: Modeling SARS, West Nile Virus, Pandemic Influenza and Other Emerging Infections
Abstract
1 Introduction
2 Progresses on specific diseases: scientific contributions
3 Other progress and networking activities
4 Summer school/intensive course & CDM
5 Final remarks
Acknowledgement
References

III. Julien Arino: Diseases in Metapopulations
Abstract
1 Foreword — Notations
2 Metapopulations
3 Methodological aspects
4 Diseases in metapopulations — A review
5 Conclusion
References

IV. Fred Brauer: Modeling the Start of a Disease Outbreak
1 Introduction
2 The network corresponding to a disease outbreak
3 Transmissibility
4 Some examples of contact networks
5 Conclusions
References

V. Troy Day: Mathematical Techniques in the Evolutionary Epidemiology of Infectious Diseases
Abstract
1 Introduction
2 Mathematical models of pathogen evolution
3 Discussion
Appendix
References

VI. Zhilan Feng, Dashun Xu, Haiyun Zhao: The Uses of Epidemiological Models in the Study of Disease Control
Abstract
1 Introduction
2 Models with quarantine and isolation
3 Reproductive numbers of the general model
4 Comparison of models with different sojourn distributions
5 Conclusion
References

VII. John W. Glasser, Maureen Birmingham: Assessing the Burden of Congenital Rubella Syndrome and Ensuring Control
1 The diseases
2 Risk of infection
3 Assessing the burden
4 Mitigation strategies
5 Evaluating the options
6 Monitoring the impact
7 Summary
Acknowledgments

VIII. Thanate Dhirasakdanon, Horst R. Thieme: Persistence of Vertically Transmitted Parasite Strains
1 Introduction
2 A model with horizontal and vertical transmission
3 The persistence equilibrium
4 The multiple strain model
5 The two strain model with one strain only vertically transmitted
6 Global stability for constant contact function and per capita birth rate
7 Uniform strong coexistence
Appendix: Elements of persistence theory
Acknowledgement

IX. Ying-Hen Hsieh: Richards Model: A Simple Procedure for Real-time Prediction of Outbreak Severity
1 Introduction
2 Logistic and Richards models
3 Single wave outbreak
4 Outbreaks with multiple waves
5 Conclusions and remarks

X. James Watmough: The Basic Reproduction Number and the Final Size of an Epidemic
1 Introduction
2 A general disease transmission model
3 The basic reproduction number
4 The final size of a simple epidemic
5 A final size inequality for a general model
6 Examples
7 Further Reading
References

XI. K.P. Hadeler: Epidemic Models with Reservoirs
1 Introduction
2 SIR model in a given population
3 Singular perturbation
4 SIR model with demographic renewal
5 Homogeneous demographic model
6 Special homogeneous system
7 Case fatality
Acknowledgement

XII. Hongbin Guo, Michael Y. Li, Zhisheng Shuai: Global Stability in Multigroup Epidemic Models
1 Introduction
2 Preliminaries
3 Proof of Theorem 1.1
Acknowledgments

XIII. Wendi Wang: Epidemic Models with Time Delays
1 Introduction
2 Mathematical modeling
3 Analysis of local stability
4 Liapunov direct methods
5 Conditions of disease persistence
6 Summary

XIV. Shenghai Zhang: A Simulation Approach to Analysis of Antiviral Stockpile Sizes for Influenza Pandemic
1 Introduction
2 Methods
3 Model
4 Results
5 Conclusion and discussion

XV. Peter Buck, Rongsong Liu, Jiangping Shuai, Jianhong Wu, Huaiping Zhu: Modeling and Simulation Studies
1 Introduction
2 The model formulation
3 Surveillance data and numerical simulations
4 Discussions

People also search:

modeling infectious diseases

modeling infectious diseases in humans and animals

modeling disease transmission lab

an introduction to infectious disease modelling pdf

infectious disease models

Tags: Zhien Ma, Yicang Zhou, Jianhong Wu, Modeling