Applied Biostatistics
Syllabus, Bachelor's level, 3ME068
This course has been discontinued.
- Code
- 3ME068
- Education cycle
- First cycle
- Main field(s) of study and in-depth level
- Biomedicine G2F, Medical Science G2F
- Grading system
- Fail (U), Pass (G), Pass with distinction (VG)
- Finalised by
- The Board of the Biomedicine Programme, 8 April 2013
- Responsible department
- Department of Medical Sciences
Entry requirements
General entry requirements
Learning outcomes
Aims
The course gives basic skills in statistical data analysis that can be used at analysis of various types of biomedical data.
SKILLS AND ABILITY
The student should be able to apply on completion of the course
- elementary probability theory
- mathematical distribution models
- inference with distribution models
- interval estimations
- linear regression analysis
- basic multivariate analysis
KNOWLEDGE AND UNDERSTANDING
The student should on completion of the course
- be able to account for the role in statistical inference theory and interpretation of confidence intervals of distribution models and regression models
- be able to account for the difference between frequently and Bayesian statistics.
Content
Applied statistical inference theory including parameter estimation, regression analysis and parametric and non-parametric hypothesis testing. Regression. Performance measurements such as sensitivity, specificity, positive predictive value. Bayesian inference. Orientating introduction to multivariate data analysis in the form of e g hierarchical cluster analysis and multivariate regression.
Instruction
Teaching includes lectures, computer and calculation exercises, problem-oriented group assignments and seminars. Attendance is compulsory at computer and calculation exercises and group assignments and seminars.
Assessment
For a Pass grade in the course, passed results of all compulsory parts and examination are required.
Possibility to supplement failed computer exercises can be given at the earliest at the next course date and only in case of a vacancy.