The ModTeor group contains characterizing courses in the advanced theoretical area. Each course in this group yields 6 CFU/ECTS. The courses are:
- Algebra 2
- Algebraic geometry A
- Algebraic geometry B
- Algebraic geometry C
- Algebraic number theory 1
- Algebraic topology A
- Algebraic topology B
- Analytic number theory A
- Automated control theory
- Calculus of variations A
- Complex analysis A
- Complex differential geometry
- Computational commutative algebra and algebraic geometry
- Computer algebra
- Computer algebra A
- Computer algebra B
- Convex analysis
- Differential geometry and topology
- Differential topology
- Elementary number theory
- Elements of algebraic geometry
- Elements of algebraic topology
- Elements of calculus of variations
- Elements of complex analysis
- Elements of set theory
- Elliptic equations
- Equations of fluid mechanics
- Evolution problems
- Fields and Galois theory
- Geometry and topology of surfaces
- Harmonic analysis
- Higher algebra A
- Higher algebra B
- Higher analysis
- Holomorphic dynamics
- Hyperbolic equations
- Hyperbolic geometry
- Knot theory A
- Low-dimensional topology and geometry
- Mathematical analysis 3
- Mathematical logic
- Measure theory
- Model theory
- Nonlinear analysis
- Partial differential equations
- Partial differential equations 2
- Real geometry A
- Real geometry B
- Riemannian geometry
- Set theory A
- Set theory B
- Topological methods in the global analysis
- Ultrafilters and nonstandard methods
- 3-manifolds
Please refer to the Master’s Course Regulations to get more information on single courses.