Department of Mathematics and Statistics

Autumn 2013 at Faculty of Science

• Projekt UVM (M0003, MB131)
• Algebra II
• Applied mathematics and statistics - seminar
• Applied statistics I
• Applied statistics I - exercises
• Bachelor Thesis 1
• Bachelor Thesis 1 (MO, MA)
• Bachelor Thesis 2
• Bachelor Thesis 2 (MO, MA)
• Combinatorics
• Continuous deterministic models I
• Credit risk control in banking
• Data mining II
• Derivatives pricing
• Didactics of Mathematics 2
• Differential topology
• Diploma Thesis 1 (M71XF, M7531)
• Diploma Thesis 1 (DG)
• Diploma Thesis 1 (MO, MA)
• Diploma Thesis 2 (M81XF, M8532)
• Diploma Thesis 2 (DG)
• Diploma Thesis 2 (MO, MA)
• Diploma Thesis 3 (M91XF, M9501)
• Diploma Thesis 3 (appl. math.)
• Diploma Thesis 3 (DG)
• Diploma Thesis 3 (MO, MA)
• Diploma Thesis 4 (MA1XF, MA502)
• Diploma Thesis 4 (appl. math.)
• Diploma Thesis 4 (DG)
• Diploma Thesis 4 (MO, MA)
• Discrete mathematics
• Electronic Typesetting and Publishing with TeX
• Functional Analysis II
• Fundamentals of Mathematics
• Generalized linear models
• Geometric algorithms
• Geometry 2
• Global Analysis
• Graph Theory
• History of Mathematics 2
• Information technology in high-school mathematics
• Introduction to ICT for mathematicians
• Linear Algebra and Geometry I (M1110, M1111)
• Linear Algebra and Geometry III
• Linear Models in Statistics I
• Logic foundations of mathematics
• Markov chains
• Master state exam - Mathematics
• Math.analysis I - seminar
• Mathematical Analysis 1
• Mathematical Analysis 3
• Mathematical Analysis 5
• Mathematical Analysis I (M1100, M1101)
• Mathematical Analysis III
• Mathematical economy
• Mathematical modeling in ecology, epidemiology and evolution
• Mathematical modelling - seminar
• Mathematical Programming
• Mathematical repetitorium
• Mathematical Seminary I
• Mathematical Software
• Mathematics for biologists
• Mathematics I
• Mathematics I - seminar
• Multivariate statistical methods
• Number theory
• Number theory seminar
• Numerical calculations I
• Numerical calculations III
• Numerical methods for solving ordinary differential equations
• Numerical Methods II
• Ordinary Differential Equations I
• Parallel projections
• Presentation Seminar 1
• Probability and Statistics
• Probability and Statistics I
• Random Processes I
• Regression, classification and statistical learning
• Rings and Modules
• Selected parts of didactics and history of mathematics 1
• Seminar from algebra
• Seminar from applied mathematics
• Seminar from CR geometry