Courses given 2008/09 by Centre of Mathematical Sciences
◄ 08/09 ►
Mathematical Statistics
Course Code  Credits  Cycle  Programme  S.Ex. stud.  Language  Course Name  Footnote  Links  08/09 sp1 
08/09 sp2 
08/09 sp3 
08/09 sp4 


FMSN05  3  A  E, Pi  X  E  International Project CourseMathematical Modelling  X  KS KE U W  1  
FMS086  7.5  G2  B, K    S  Mathematical Statistics  KS KE U W  1  
FMS601  4.5  G1  IBYA, IBYI, IBYV    S  Mathematical Statistics  KS KE U W  1  
FMS035  7.5  G2  M, MD    S  Mathematical Statistics, Basic Course  KS KE U W  1  
FMS140  7.5  G2  W    S  Mathematical Statistics, Basic Course  KS KE U W  1  
FMS091  7.5  A  D, E, F, I, Pi  X  E2  Monte Carlo and Empirical Methods for Stochastic Inference  KS KE U W  1  
FMS012  9  G2  I    S  Mathematical Statistics, Basic Course  KS KE U W  1  2  
FMS012  Pi  2  3  
FMS110  7.5  A  D, E, F, I, Pi  X  E1  NonLinear Time Series Analysis  KS KE U W  1  2  
FMSF01  3  G2  M, V    S  Mathematical Statistics  X  KS KE U W  2  
FMS032  7.5  G2  V    S  Mathematical Statistics, Basic Course  KS KE U W  Examinations only  
FMS032  L  2  
FMSN01  7.5  A  Pi  X  E1  Statistical Genetics  KS KE U W  2  
FMS150  7.5  A  C, D, E, F, L, Pi  X  E2  Statistical Image Analysis  KS KE U W  2  
FMS155  7.5  A  D, F, I, Pi, RH  X  E2  Statistical Modelling of Extreme Values  KS KE U W  2  
FMS072  7.5  G2  D, E, F, M, MWIR, N, Pi, V  X  E2  Design of Experiments  KS KE U W  3  
FMSF05  7.5  G2  I, Pi    E2  Probability Theory  KS KE U W  3  
FMS170  9  A  B, C, D, E, F, I, K, L, M, N, Pi, RH, V, W  X  E1  Valuation of Derivative Assets  X  KS KE U W  3  4  
FMS161  7.5  A  B, C, D, E, F, I, K, L, M, N, Pi, RH, V, W  X  E1  Financial Statistics  X  KS KE U W  4  
FMS180  6  G2  C, D, E, F, I, L, M, Pi    S  Markov Processes  KS KE U W  4  
FMS051  7.5  A  C, D, E, F, I, L, Pi  X  E2  Mathematical Statistics, Time Series Analysis  KS KE U W  4  
FMS045  6  G2  C, D, E, F, I, L, M, MWIR  X  S  Stationary Stochastic Processes  X  KS KE U W  3  
FMS045  C, D, E, F, I, L, M, MWIR, Pi  X  4  
FMS047  3  A  D, F, I, Pi    S  Stationary Stochastic Processes, Project Work  KS KE U W  4  
FMS065  7.5  G2  C, M, N, Pi, RH, V    E2  Statistical Methods for Safety Analysis  KS KE U W  4 
FMSN05 (E, Pi) International Project CourseMathematical Modelling: Begränsat deltagarantal. Spec. ansökningsförfarande.
FMSF01 (M) Mathematical Statistics: Kursen kan endast ingå i avkortad CIM.
FMSF01 (V) Mathematical Statistics: Kursen ingår endast i TVOLY.
FMSF01 (V) Mathematical Statistics: Kursen ingår endast i TVOLY.
FMS170 (B, C, D, E, F, I, K, L, M, N, Pi, V, W) Valuation of Derivative Assets: Obligatorisk inom INEK i fördjupningskedjan Finansiering och risk.
Mathematics
Course Code  Credits  Cycle  Programme  S.Ex. stud.  Language  Course Name  Footnote  Links  08/09 sp1 
08/09 sp2 
08/09 sp3 
08/09 sp4 


FMA430  6  G1  B, BI, K, L, N, V    S  Calculus in Several Variables  KS KE U W  1  
FMA430  C, D  2  
FMA430  F, I  3  
FMA430  E, M, MD, W  4  
FMA170  6  A  C, D, E, F, L, Pi  X  E2  Image Analysis  KS KE U W  1  
FMA051  6  A  D, E, F, I, Pi  X  E1  Optimization  KS KE U W  1  
FMA661  7.5  G2  IDA    S  Probability Theory and Discrete Mathematics  KS KE U W  1  
FMA415  16.5  G1  BI    S  Calculus in One Variable  KS KE U W  1  2  
FMAA05  15  G1  MD    S  Calculus in One Variable  KS KE U W  Examinations only  
FMAA05  E, F, I, L, Pi, V, W  1  2  
FMA260  7.5  A  D, E, F, Pi  X  E2  Functional Analysis and Harmonic Analysis  KS KE U W  1  2  
FMA140  6  A  D, E, F, I, Pi  X  E2  NonLinear Dynamical Systems  KS KE U W  1  2  
FMA645  13.5  G1  IBYA, IBYI, IBYV, IDA, IDL    S  Calculus  KS KE U W  1  2  3  
FMAA01  15  G1  C, D, M, MD    S  Calculus in One Variable  KS KE U W  1  2  3  
FMAA01  B, K, N  1    3  4  
FMA085  4.5  G1  N, Pi    S  Mathematical Communication  KS KE U W  1    3  4  
FMA175  3  A  C, D, E, F, Pi  X  E1  Image Analysis, Project  KS KE U W  2  
FMA420  6  G1  C, Pi, W    S  Linear Algebra  KS KE U W  1  
FMA420  B, F, I, K, N  2  
FMA420  BI, E, L, V  3  
FMA420  D  4  
FMA045  4.5  G1  Pi    S  Mathematical Modelling  KS KE U W  2  
FMA145  3  A  D, E, F, I, Pi  X  E1  Nonlinear Dynamical Systems, Project  KS KE U W  2  
FMA135  6  G1  C, D, E, F, Pi  X  E2  Geometry  KS KE U W  2  3  
FMA421  9  G1  M, MD    S  Linear Algebra with Scientific Computation  KS KE U W  2  3  
FMA250  7.5  A  D, E, F, Pi  X  E2  Partial Differential Equations with Distribution Theory  KS KE U W  2  3  
FMAF10  5  G2  C, D, L    S  Applied Mathematics  Linear systems  X  KS KE U W  3  
FMA270  6  A  C, D, E, F, Pi  X  E2  Computer Vision  KS KE U W  3  
FMA240  6  G2  D, E, F, I, Pi  X  E2  Linear and Combinatorial Optimization  KS KE U W  3  
FMA111  6  A  D, E, F, Pi    S  Mathematical Structures  KS KE U W  3  
FMAF01  7  G2  F, N, Pi    S  Mathematics  Analytic Functions  KS KE U W  1  
FMAF01  C, D, E, I, M  X  3  
FMA190  6  A  C, D, E, F, Pi  X  E2  Algebra  KS KE U W  3  4  
FMA021  7.5  A  E, F, N, Pi    S  Applied Mathematics  KS KE U W  3  4  
FMA062  7.5  G2  B, K, M, V, W    S  Applied Mathematics  KS KE U W  3  4  
FMA435  7.5  G1  Pi    S  Calculus in Several Variables  KS KE U W  3  4  
FMA200  6  A  D, E, F, Pi  X  E2  Calculus of Variations  KS KE U W  3  4  
FMA120  6  A  Pi    S  Matrix Theory  KS KE U W  1  
FMA120  C, D, E, F, I, L, M  3  4  
FMA023  3  A  F, N, Pi    E1  Applied Mathematics, Project  X  KS KE U W  4  
FMA272  3  A  C, D, E, F, Pi  X  E1  Computer Vision, Project  KS KE U W  4  
FMA091  6  G1  C, D, E, F, Pi    S  Discrete Mathematics  KS KE U W  4  
FMAF05  7  G2  F, N, Pi    S  Mathematics  Systems and Transforms  KS KE U W  2  
FMAF05  C, D, E, I, M  X  4  
FMA656  4.5  G1  IBYA, IBYI, IBYV, IDA, IDL    S  Mathematics, Linear Algebra  KS KE U W  4  
FMA125  3  A  Pi    E1  Matrix Theory, Project  KS KE U W  2  
FMA125  D, E, F  4 
FMAF10 (C) Applied Mathematics  Linear systems: Endast en av kurserna FMAF05 och FMAF10 får ingå i examen.
FMAF10 (D) Applied Mathematics  Linear systems: Kan bytas mot kurserna FMAF01 samt FMAF05. Kontakta studievägledare för mer information. Kurserna FMAF10 och FMAF05 kan inte samtidigt ingå i examen.
FMAF10 (D) Applied Mathematics  Linear systems: Kan bytas mot kurserna FMAF01 samt FMAF05. Kontakta studievägledare för mer information. Kurserna FMAF10 och FMAF05 kan inte samtidigt ingå i examen.
FMAF01 (D) Mathematics  Analytic Functions: Kan tillsammans med FMAF05 läsas i stället för FMAF10. Kontakta programledare eller studievägledare för mer information. Ges också som valfri kurs i årskurs 4.
FMA023 (F, N, Pi) Applied Mathematics, Project: Kursen fortsätter med ett redovisningstillfälle hösten 2009.
FMAF05 (C) Mathematics  Systems and Transforms: Endast en av kurserna FMAF05 och FMAF10 får ingå i examen.
FMAF05 (D) Mathematics  Systems and Transforms: Kan tillsammans med FMAF01 läsas i stället för FMAF10. Kontakta programledare eller studievägledare för mer information. Endast en av kurserna FMAF05 och FMAF10 får ingå i examen.
FMAF05 (D) Mathematics  Systems and Transforms: Kan tillsammans med FMAF01 läsas i stället för FMAF10. Kontakta programledare eller studievägledare för mer information. Endast en av kurserna FMAF05 och FMAF10 får ingå i examen.
Numerical Analysis
Course Code  Credits  Cycle  Programme  S.Ex. stud.  Language  Course Name  Footnote  Links  08/09 sp1 
08/09 sp2 
08/09 sp3 
08/09 sp4 


FMNN01  7.5  A  E, F, M, Pi  X  E  Numerical Linear Algebra  KS KE U W  1  
FMN100  6  A  C, D, E, F, L, Pi  X  E1  Numerical Methods in CAGD  KS KE U W  1  
FMN091  7.5  A  F, M, Pi  X  E1  Finite Volume Methods  KS KE U W  2  
FMN130  7.5  A  B, F, I, K, Pi  X  E1  Numerical Methods for Differential Equations  KS KE U W  2  
FMN140  6  G2  V    S  Scientific Computing  KS KE U W  2  3  
FMN081  7.5  G2  M, V  X  E1  Numerical Methods in Mechanics  KS KE U W  3  
FMN041  6  G2  F  X  E1  Numerical Methods in Physics and Engineering  KS KE U W  3  
FMN011  6  G2  C, D, L  X  E1  Numerical Analysis  KS KE U W  4  
FMN050  6  G2  E, I  X  E1  Numerical Analysis  KS KE U W  4 
Degree Projects of the Department
The list contains the degree projects which are given by the department and which programme each degree project is included in.
Course Code  Credits  Programme  Course Name  Links 

FMS820  30  C, D, E, F, I, Pi, RH  Degree Project in Mathematical Statistics for Engineers  U 
FMA820  30  C, D, E, F, I, M, Pi  Degree Project in Mathematics for Engineers  U 
FMN820  30  D, E, F, I, M, Pi  Degree Project in Numerical Analysis  U 