Engineering mathematics and computational science

This is an international master's program with specializations in mathematics, mathematical statistics, computational science and research in these areas. Below are links to information about the courses offered by the Mathematical Sciences that are mandatory or optional within the program. 

 

Courses offered every other year are marked by:

 

(1) The course is offered during academic years that start in odd-numbered years, eg 19-20
(2) The course is offered during academic years that start in even-numbered years, for example 20-21

 

  

Study period 1
​​​Mathematics ​ ​
TMA362​ ​Fourier analysis
​TMA401 ​ENM1, ​Functional analysis
​TMA947 ​ENM1, ​Nonlinear optimisation
​TMA265 ​ENM2, ​Numerical linear algebra
​TMA881 ​ENM1,2, ​High performance computing
​TMV100 ​ENM2, ​Integration theory
 
​Mathematical statistics ​​​ ​
MVE136​ ​ ​Random signal analysis
​TMS150 ​ENM1, ​Stochastic data processing
​MVE187 ENM1,2,​ ​Computational methods for Bayesian statistics
​TMS165 ​ENM1,2, ​Stochastic calculus 1
 
Study period 2
 
​Mathematics ​​​ ​
​MVE095 ​ENM1, ​Options and mathematics
TMA462​ ​ENM1, ​Wavelet analysis (2)
​MVE080 ​ENM1, ​Scientific visualization
​MVE385 ​ENM2, ​Project course in mathematical and statistical modelling
​TMA521 ​ENM1, ​Large scale optimisation
​TMA632 ​ENM1, ​Partial differential equations, project course (2)
 
​​​Mathematical statistics ​​​ ​
MVE140​ ​ENM1,2, ​Foundations of probability theory
​MVE170 ​ENM1, ​Basic stochastic processes
​MVE190 ​ENM1, ​Linear statistical models
​MVE510 ​ENM1,2, ​Introduction to bioinformatics
 
Study period 3
 
​Mathematics ​​​ ​
TMA372​ ​ENM1, ​Partial differential, first course
​MVE150 ​ENM2, ​Algebra
​MVE565 ENM1,​​ ​Computational methods for stochastic differential equations
​TMA285 ENM2,​​ ​Financial derivatives and partial differential equations
 
​Mathematical statistics ​​​ ​
MVE155 ​ENM1, ​Statistical inference
​MVE200 ​ENM2, ​Design and analysis of clinical trials (1)
​MVE210 ENM2,​ ​Linear mixed models for longitudinal data (2)
​MVE326 ENM2,​ ​Statistical inference principles (1)
​TMS032 ​ENM2, ​Experimental design and sampling (2)
 
Study period 4
 
​Mathematics ​​​ ​
​MVE162 ​ENM1, ​Ordinary differential equation and mathematical modelling
​MVE165 ​ENM1, ​Linear and integer optimisation with applications
​TMA026 ​ENM2, ​Partial differential equation, second course
 
​Mathematical statistics ​​​ ​
TMS016​ ​ENM1, ​Spatial statistics and image analysis
​TMS088 ​ENM1, ​Financial time series
​MVE220 ENM1,​ ​Financial risk
​MVE330 ​ENM2, ​Stochastic processes (1)
​MVE410 ​ENM1,2 ​Weak convergence (2)
​MVE440 ​ENM2, ​Statistical learning for big data
 

Published: Thu 14 Mar 2013. Modified: Thu 28 Nov 2019