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All PhD courses: past and present
► Here you will find current PhD courses at the Department of Mathematics
Course codes for PhD courses given as undergraduate courses.
List of undergraduate course codes (GU) for PhD courses (Fu)
Below is a compilation of PhD courses that have been given at the Department of Mathematics (MAI).
Please note that some of the courses are not current and may not be given again.
Joint courses
MAI0080 Research Seminars/Forskningsseminarier
MAI0091 Research seminars, advanced course/Forskningsseminarier, avancerad kurs
Computational Mathematics
6FMAI13 Computational Linear Algebra
MAI0020 Iterativa metoder för glesa linjära system/Iterative methods for sparse linear systems
MAI0046 Algoritmer för egenvärdesproblem/Algorithms for eigenvailue problems
MAI0047 Rank-deficient and Discrete ill-posed problems
MAI0048 Computational Inverse Problems in Tomography
MAI0049 Deblurring images: Matrices, spectra and filtering
MAI0051 Konstruktion av vetenskaplig programvara (projekt)/Writing Scientific Software (project)
MAI0054 Rank-deficient and Discrete Ill-posed Problems
MAI0071 Nonlinear tomography/Ickelinjär tomografi
MAI0081 Basic Programming and Matlab
MAI0088 Applied functional analysis and FEM/Tillämpad funktionalanalys och FEM
MAI0094 Matrisberäkningar/Matrix computations
MAI0129 Stochastic Galerkin Methods for Partial Differential Equations
Mathematical Statistics
MAI0018 Statistisk inferens/Statistical inference
MAI0028 Markov chain Monte Carlo and baysian statistics
MAI0033 Sannolikhetsteori, del 1/Probability theory, part 1
MAI0037 Statistisk inferens/Statistical inference
MAI0042 Continuous stochastic calculus
MAI0043 Gaussian Processes for Machine Learning
MAI0045 Sannolikhetsteori/Probability theory
MAI0074 Sannolikhetsteori, del 1/Probability theory, part 1
MAI0090 Probability theory, part 2/Sannolikhetsteori, del 2
MAI0095 Stochastic Calculus/Stokastisk analys
MAI0096 Bayesian Networks/Bayesianska nätverk
MAI0104 Malliavin Calculus and Stochastic Integration/Malliavinkalkyl och stokastisk integration
MAI0109 Linear Statistical Models/Linjära statistiska modeller
MAI0110 Linear Statistical Inference/Linjära statistisk inferens
MAI0112 Dirichlet Forms and Spectral Theory (reading course)
MAI0113 Dirichlet Forms and Stochastic Integration (reading course)
MAI0114 Statistical Experimental Design/Statistisk Försöksplanering
MAI0118 Gaussian Random Processes
MAI0125 Stochastic Processes/Stokastiska processer
MAI0137 Applied Statistical Methods - Part I
MAI0138 Applied Statistical Methods – Part II
Mathematics and Applied Mathematics
MAI0001 Theory of distributions/Distributionsteori
MAI0002 Potentialteori /Potential theory
MAI0003 Differentialgeometri/Differential Geometry
MAI0017 Teichmüller spaces/Teichmüllerrum
MAI0023 Teichmüller spaces/Teichmüllerrum
MAI0024 Operatorteori/Operator theory
MAI0034 Algebra, introductory course/Algebra, mindre kurs
MAI0038 Manifolds and fibre bundles/Mångfalder och fiberknippen
MAI0039 Probabilistiska metoder i diskret matematik/Probabilistic methods in discrete mathematics
MAI0040 Algebraisk topologi/Algebraic topology
MAI0041 Partiella differentialekvationer Partial differential equations
MAI0052 Icke-linjär analys/Nonlinear analysis
MAI0063 Komplex analys/Complex analysis
MAI0064 Gröbnerbaser/Gröbner bases
MAI0065 Funktionalanalys/Functional analysis
MAI0066 General topology/Allmän topologi
MAI0067 Theory of integration/Integrationsteori
MAI0075 Commutative Algebra/Kommutativ algebra
MAI0076 Dynamical Systems/Dynamiska system
MAI0078 Calculus of Variations and some Optimal Control/Variationskalkyl
MAI0079 Kombinatorik/Combinatorics
MAI0082 Singular Integral Operators on Lipschitz Surfaces
MAI0085 Galoisteori/Galois Theory
MAI0086 Geometric multilinear analysis
MAI0087 Matematikens historia/History of Mathematics
MAI0093 Gruppteori/Group Theory
MAI0098 Matrix Analysis/Matrisanalys
MAI0099 Regularization Theory/Regulariseringteori
MAI0100 Fourier Analysis/Fourieranalys
MAI0101 Complex Functions and Riemann Surfaces/Komplexa funktioner och Riemann-ytor
MAI0102 Enumerative combinatorics/Enumerativ kombinatorik
MAI0107 Elektromagnetisk fältteori (läskurs)/Electromagnetic Field Theory (reading course)
MAI0111 Perturbation methods for dynamical systems and Hamiltonian equations (reading course)
MAI0115 Optimal control, brief introductory course
MAI0116 Theory of Real Interpolation, an Introduction)/Reell interpolationsteori, introduktion
MAI0124 Some Applications of Convex Analysis
MAI0126 Topological Combinatorics/Topologisk kombinatorik
MAI0128 Introduction to Algebraic Geometry
MAI0131 Integration theory, part 1
MAI0132 Integration theory, part 2
MAI0133 Partial Differential Equations
MAI0140 Topics in Optimal Transport
MAI0141 Fourier and Wavelet Analysis
Optimization
6FMAI01 Flöden i nätverk/Network flows
6FMAI02 Network flows, smaller course
6FMAI12 Primala och duala dekompositionsmetoder/Primal and dual decomposition methods
MAI0007 Schemaläggning i sjukvården/Scheduling in health care
MAI0009 Moderna heuristiker (redovisning)/Modern heuristics (presentation)
MAI0010 Moderna heuristiker (projekt)/Modern heuristics (project)
MAI0015 OSPF-protokollet/The OSPF protocol
MAI0025 Programming AMPL extensions
MAI0056 Linjär optimering, mindre kurs/Linear optimization, introductory course
MAI0057 Linjär optimering/Linear optimization
MAI0061 Heltalsoptimering/Integer programming
MAI0062 Flöden i nätverk/Network flows
MAI0083 Heuristic Search Methodologies/Heuristiska sökmetoder
MAI0084 Heuristic Search Methodologies, Project/Heuristiska sökmetoder, projekt
MAI0089 Convex analysis and convex optimization theory
MAI0108 Avancerad kombinatorisk optimering/Advanced Combinatorial Optimization
MAI0127 Discrete Optimization/Diskret optimering
MAI0130 Linear Optimization/Linjär optimering
MAI0136 Projects in Optimization of Realistic Complex Systems
Page manager:
karin.johansson@liu.se
Last updated: 2022-01-04
