back to search

Dynamics of Infectious Diseases

CIT413056Elective Modules6 ECTSEnglishUnregelmäßigDepartment Mathematics
AI-edited module sheet. Based on the TUMonline module description, edited for readability.Original in TUMonline

What it is about

You will learn standard models and central results on the spread and control of infectious diseases. You will set up classical models (e.g., Kermack–McKendrick) and variants, estimate the basic reproduction number R0, consider stochastic modeling, contact tracing, control measures, and evolutionary aspects of pathogens. In the end you will be able to adapt models to concrete disease cases and recognize the driving evolutionary forces and their consequences.

What you will be able to do

  • Understand the fundamental principles of the spread and control of infectious diseases
  • Know and be able to adapt classical models (e.g., Kermack–McKendrick)
  • Estimate R0 and apply stochastic models
  • Assess methods of contact tracing and infection control
  • Recognize evolutionary drivers of pathogens and assess their implications

What the module consists of

  • VorlesungConveying concepts, examples and discussion; motivation for own analysis and literature work
  • Übung/Practice sessionsDeepening the methods through exercises, guidance for self-check of learning progress

Teaching method

  • Vorlesung mit demonstrativen Beispielen und DiskussionPresentation of content, motivation for independent analysis and literature study
  • Begleitende Übungssitzungen mit AufgabenblätternDeepening of the instructional content and verification of own understanding
  • Lehrmaterialien (Blackboard, kurze Skriptblätter)Provision of materials to support self-study
No dates in the current semester
There are no course dates for this module this semester, or they haven't been matched yet.

Module ratings

No ratings for this module yet.

Rate this module

Only fill in the categories you can judge – for each one, either stars and text together or nothing at all.

Lecture
Tutorial
Exam

Reviews are automatically checked before they are published.

Official page in TUMonline · Details are not binding.