- Modern development of non-Euclidean
geometry
- Applications of non-Euclidean geometry
in modern mathematic
- Non-Euclidean geometry in special and
general relativity
- High-energy particle and nuclear physics
- Quantum field
theory
- Space-time
structures in cosmology
- Quantum groups
- Geometrical and topological approaches
in astroparticle physics
- The history of the discovery of
non-Euclidean geometry and investigation of biography of its creators.
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