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Modeling & analysis of infectious disease epidemiology (I)

Instructor

¡@Professor Ying-Hen Hsieh, Ph D

Office Hours

¡@10:10 ~ 12:00 a.m. on Thursday, ¥ß¤Ò±Ð¾Ç¤j¼Ó 1504

Office

¡@1511

Phone

¡@(04) 2205-3366 ext. 6109

E-mail

¡@hsiehATmail.cmu.edu.tw

Reference

   1. Anderson, R., and May, R. (1991) Infectious Diseases of Humans: Dynamics and Control. Oxford University Press, Oxford.
   2.  Brauer, F., van den Driessche, P., and Wu, J. (2008) Mathematical Epidemiology. Springer-Verlag, Berlin.

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Content

Posting date

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Course Introduction and Fundamental Concepts (lecture 0)

10/06/2010
12:54pm

Exponential and logistic growth: simple examples of difference and differential equation models (lecture 1)

10/06/2010
12:54pm

Richards Model: A Simple Model for Real-time Prediction of Outbreak Severity (lecture 2)

10/06/2010
12:54pm

Richards Model: Applications to Dengue (lecture 2A)

10/20/2010
6:50pm

Introduction to epidemic models: Some Simple Epidemics  (lecture 3)

10/20/2010
6:50pm

SIS and SIR models (lecture 4)

12/20/2010 11:31

SIS and SIR models: Bernoulli's smallpox model (lecture 4A)

12/20/2010 11:31

Mass action and Standard Incidence (lecture 5)

12/20/2010 11:31

The basic reproduction number (·P¬V°ò¼Æ) R0 (lecture 6)

12/20/2010 11:31

Fundamental Concepts II (lecture 8)

12/20/2010 11:31

Overview on Mathematical Models (lecture 9)

12/20/2010 11:31

Public health-related modeling and Analysis: Evaluation of interventions measures (lecture 10)

12/20/2010 11:31

Modeling Level of Underreporting in HIV Prevalence in        Low-prevalence settings (lecture 11)

01/05/2011 10:30

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