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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 15¼Ó1504 |
Office |
1511 |
Phone |
¡@(04) 2205-3366 ext. 6109 |
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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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09/15/2011 |
0. Course Introduction and Fundamental Concepts |
09/15/2011 |
1. Exponential and logistic growth: simple examples of difference and differential equation models |
09/21/2011 |
2. Richards Model: A Simple Model for Real-time Prediction of Outbreak Severity |
09/29/2011 |
3. Introduction to epidemic models: Some Simple Epidemics |
09/29/2011 |
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4. SIS and SIR models |
10/05/2011 |
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4A. SIS and SIR models: Bernoulli¡¦s smallpox model |
10/12/2011 |
5. Mass Action and Standard Incidence |
10/19/2011 |
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6. The basic reproduction number |
10/26/2011 |
7. Ross-MacDonald Malaria Model: Vector-host models |
11/09/2011 |
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8. Fundamental Concepts II |
11/23/2011 |
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9. Overview on Mathematical Models |
11/23/2011 |
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10. Public Health-related Modeling and Analysis: Evaluation of interventions measures |
12/14/2011 |
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