Course for international guest/part time students

Faculty
Faculty of Science
Organization
TTK Department of Probability Theory and Statistics
Code
statszamu0um20gm
Title
Modern computational methods of statistics
Usual semester
Autumn
Published semester
2026/27/1
ECTS
3
Language
en
Learning outcomes
Knowledge: getting familiar with the main tools and methods of computational statistics Ability: compentent usage of the methods of computational statistics Attitude: the need to extend the mathematical knowledge, to gain new analytic and applied  programming skills Autonomy and Responsibility: based on the gained knowledge in the mathematics of computational statistics, the students are able to decide which tools are the most suitable to solve applied problems
Course content
To learn and overview the multivariate statistical methods and its computational tools. Dimension reduction. Principal components, factor models, canonical correlation. Data analysis methods for discrete data, especially for binary data, logistic regression. Methods based on multivariate scaling. Correspondence-analysis. Grouping, clustering and classification. Methods analyzing survival data. Probit, logit and nonlinear regression. Cox-regression. The class is a computer-lab based practice. The used tools: mainly the R project, but possibly EXCEL, Python, Statistica, SPSS as well.
Assessment method
term grade
Bibliography
lecture notes
Recommended bibliography
Recommended literature: 1.    http://www.statsoft.com/textbook/stathome.html 2.    http://www.spss.com/stores/1/Training_Guides_C10.cfm 3.    http://www.r-project.org/doc/bib/R-books.html 4.    http://www.mathworks.com/access/helpdesk/help/pdf_doc/stats/stats.pdf

Programmes of the course

Title (code) Lang. Level Mandatory Year ...
Alkalmazott matematikus MSc - Sztochasztika szakirány (TTK-ALKMAT-SZTOCHASZTIKA-NMHU) hu 7 Mandatory 2/2
Applied Mathematician (TTK-ALKMAT-NMEN) en 7
Applied Mathematician (TTK-ALKMAT-NMHU) hu 7 2/2
Erasmus Programme (TTK-ERASMUS-NXXX) en Mandatory
Mathematician (TTK-MATEMAT-NMHU) hu 7 1/2
Mathematician (TTK-MATEMAT-NMEN) en 7 1/2
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