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Block schedule »   Study programme syllabus »  | Year:  1  2 

Study programme for  
EMMAS - MSc PROGR IN ENGINEERING MATHEMATICS Academic year: 2005/2006

First Year
Explanations

Dept Course code Element
code
Note Block Course name, Element type Extent/
period
Regular
exam
Re-sit examination
Oct -05 up to Aug -06

AUTUMN TERM
Study period 1
Compulsory courses
11 TMA325 0101 E Introduction to engineering mathematics, Examination 5,0 Contact examiner
Elective courses
11 TMA026 0101 E Partial differential equations - advanced course, Examination 5,0 Contact examiner
11 TMA136 0101 E Optimization under uncertainty, Examination 5,0 Contact examiner
11 TMA265 0101 E Numerical linear algebra, Examination 5,0 Contact examiner
11 TMA362 0101 E Fourier analysis, Examination 5,0 22/10-2005 am V 21/08-2006 am V
11 TMS150 0103 E Stochastic data processing and simulation, Project 5,0
11 TMS165 0104 E Stochastic calculus - Part I, Project 5,0

Study period 2
Elective courses
37 TDA206 0101 E Discrete optimization, Examination 5,0 Contact examiner Change Contact examiner Change
37 TMA240 0185 E Mathematical logics, Examination 4,0 13/12-2005 am V Contact examiner 26/08-2006 am V
11 TMA285 0101 E Financial derivatives and stochastic analysis, Examination 5,0 Contact examiner 01/09-2006 am V
11 TMA372 0101 E Partial differential equations, Examination 5,0 13/12-2005 am V 18/04-2006 am V 30/08-2006 am V
11 TMA421 0196 E Random processes, Examination 3,0 14/12-2005 am V 19/04-2006 am V 23/08-2006 am V
11 TMA462 0101 E Fourier and wavelet analysis, Examination 5,0 Contact examiner Change 26/08-2006 am V
11 TMA891 0101 E Large and sparse matrix problems, Examination 5,0 Contact examiner
11 TMS170 0104 E Stochastic calculus - Part II, Project 5,0
11 TMV100 0103 * Integration theory, Examination 4,0
11 TMV145 0104  Introduction to structural and multidisciplinary optimizat, Project 3,0
11 TMV145 0204 S Introduction to structural and multidisciplinary optimizat, Examination 2,0 Contact examiner

 
SPRING TERM
Study period 3
Elective courses
11 MVE075 0105 E Morfomatics, Examination 5,0
37 TDA231 0101 E Algorithms for machine learning and inference, Examination 5,0 Contact examiner
11 TMA482 0101 E Partial differential equations - computing science, Examination 5,0 Contact examiner
11 TMA632 0101 E Project course: Partial differential equations, Examination 5,0 Contact examiner
11 TMA881 0101 E High performance computing, Examination 5,0
11 TMA947 0103  Applied optimization, Laboratory 1,0
11 TMA947 0203 S Applied optimization, Examination 4,0 06/03-2006 am V 31/08-2006 am V
11 TMS016 0101 E Statistical image processing, Examination 5,0 Contact examiner 23/08-2006 am V
11 TMS041 0101 E Multivariate statistical analysis, Examination 5,0 Contact examiner
11 TMV100 0103 *E Integration theory, Examination 1,0

Study period 4
Elective courses
11 MVE080 0105 E Scientific visualization, Written and oral assignments 5,0
11 TMA013 0101 E Ordinary differential equations, Examination 5,0 Contact examiner
11 TMA155 0100 E Options and mathematics, Examination 3,0 Contact examiner
11 TMA382 0101 E Applied discrete structures, Examination 5,0 Contact examiner
11 TMA401 0101 E Functional analysis, Examination 5,0 Contact examiner 02/09-2006 am V
11 TMA521 0197 E Project course in optimization, Examination 5,0 Contact examiner
11 TMS036 0101 E Statistical inference, Examination 5,0 22/05-2006 pm V 29/08-2006 am V
11 TMS081 0101 E Randomized algorithms, Examination 5,0 Contact examiner
11 TMS086 0101 E Financial time series, Examination 5,0 Contact examiner
11 TMV090 0103 E Applied biomathematics, Examination 5,0 Contact examiner

 
OTHER
Regardless of period
Elective courses
11 MVE065 0105 E Topics in engineering mathematics, Examination 5,0


* Element includes education in another quarter
S Final grade. All elements element grades are reported before the final grade for the course can be reported.
E The only element in the course. Element grade and grade for the course are reported at the same time.
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