Geometry and Mathematical Physics
The group works with topics in geometry and analysis that have important applications in mathematical physics, relativity theory and quantum mechanics.
Group leader: Boris Kruglikov
Fields of research:
Differential Geometry and Lie Theory
- Symmetry of Geometric Structures
- Invariants of Lie groups and pseudogroups actions
- Metric, conformal, projective and general Cartan geometries
Differential Equations and Mathematical Physics
- Symmetries, differential invariants and equivalence
- Solvability and integrability of ODEs and PDEs
- Mathematical Relativity and Quantization theory
Dynamical Systems and Global Analysis
- Integrable Hamiltonian systems
- Symmetry methods of solutions
- Chaotic dynamics and topological entropy
NorskOther groups at the Department of Mathematics and Statistics:
Complex Systems Modeling (CoSMo)
Seminars: