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Third-Cycle Courses

Faculty of Engineering | Lund University

Third-Cycle Courses

54 courses.

Course code ▽ Name ▽ Division ▽ Start Date ▽
FMA003F Functional Analysis in System Theory Mathematics Given if sufficient demand
FMA022F Introduction to Partial Differential Equations Mathematics Given every spring semester
FMA026F Mathematics Education from a University Perspective Mathematics Given if sufficient demand
FMA030F Algebraic Geometry Mathematics Given if sufficient demand
FMA051F Optimization Mathematics Given every autumn semester
FMA085F Machine Learning Mathematics Given if sufficient demand
FMA091F Discrete Mathematics Mathematics Given every spring semester
FMA095F Lie Algebras Mathematics Given if sufficient demand
FMA100F Geometric Measure Theory Mathematics Given if sufficient demand
FMA105F Image Analysis for PhD Students Mathematics Given if sufficient demand
FMA120F Matrix Theory Mathematics Given every autumn semester
FMA121F Matrix Theory, Minor Course Mathematics Given every autumn semester
FMA130F Analytic Functions Mathematics Given once every semester
FMA145F Partial Differential Equations Mathematics Given if sufficient demand
FMA150F Algebraic Geometry and Solving Systems of Polynomial Equations Mathematics Given if sufficient demand
FMA155F Anisotropic Banach Spaces for Hyperbolic Dynamics Mathematics Given if sufficient demand
FMA160F Riemannian Geometry Mathematics Given once every semester
FMA171F Image Analysis Mathematics Given every autumn semester
FMA201F Calculus of Variations Mathematics Given every spring semester
FMA240F Linear and Combinatorial Optimization Mathematics Given every spring semester
FMA250F Partial Differential Equations with Distribution Theory Mathematics Given every other autumn semester
FMA260F Functional Analysis and Harmonic Analysis Mathematics Given every autumn semester
FMA271F Computer Vision Mathematics Given every spring semester
FMA275F Numerical Optimization Mathematics Given if sufficient demand
FMA280F An Introduction to Set Theory Mathematics Given if sufficient demand
FMA300F Riesz Products and Applications Mathematics Given if sufficient demand
FMA305F Potential Theory in the Complex Plane Mathematics Given if sufficient demand
FMAF05F Mathematics - Systems and transforms Mathematics Given once every semester
FMAN01F Biomathematics Mathematics Given every other spring semester
FMAN10F Algebraic Structures Mathematics Given every spring semester
FMAN15F Non-linear Dynamical Systems Mathematics Given every autumn semester
FMAN30F Medical Image Analysis Mathematics Given every autumn semester
FMAN45F Introduction to Machine Learning Mathematics Given every spring semester
FMN001F Isogeometric Analysis: CAD in FEM Numerical Analysis Given if sufficient demand
FMN005F Computational Linear Algebra Numerical Analysis Given if sufficient demand
FMN010F Numerical Methods for Deterministic and Stochastic Differential Equations Numerical Analysis Given if sufficient demand
FMN015F Finite Volume Methods Numerical Analysis Given every other autumn semester
FMN020F Iterative Solution of Large Scale Systems in Scientific Computing Numerical Analysis Given every spring semester
FMNN05F Simulation Tools Numerical Analysis Given every autumn semester
FMNN20F Numerical Analysis for Elliptic and Parabolic Differential Equations Numerical Analysis Given if sufficient demand
FMNN25F Advanced Course in Numerical Algorithms with Python/SciPy Numerical Analysis Given every autumn semester
FMS010F Stationary Stochastic Processes Mathematical Statistics Given if sufficient demand
FMS015F Theory of Stochastic Processes Mathematical Statistics Given if sufficient demand
FMS020F Statistical Inference for Partially Observed Stochastic Processes Mathematical Statistics Given if sufficient demand
FMS092F Monte Carlo Methods for Statistical Inference Mathematical Statistics Given every spring semester
FMS155F Statistical Modelling of Extreme Values Mathematical Statistics Given every spring semester
FMSN35F Stationary and Non-stationary Spectral Analysis Mathematical Statistics Given every other spring semester
MATM13F Differential Geometry Mathematics Given every autumn semester
MATM15F Number Theory Mathematics Given every autumn semester
MATM16F Topology Mathematics Given every spring semester
MATM19F Integration Theory Mathematics Given every spring semester
MATM30F Mathematical Foundations of Probability Mathematics Given every autumn semester
MATP29F Specialised Course on Integration Theory Mathematics Given every spring semester
NUMA01F Computational Programming with Python Mathematics Given once every semester

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