The members of the “Mathematical Physics” team work on the following different themes:
- Development of the formalism of path integrals.
- Coherent and compressed states in the supersymmetry formalism of quantum mechanics and the theory of (deformed) Lie groups.
- Determination of the energy spectrum relating to certain Hamiltonians via a new quantification rule.
- New exact quantification rule applied to Woods Saxon potential.
- STUDY OF THE POTENTIAL OF POSHL _TELLER .
- The weak approximation of coherent Q-deformed states and their resolutions to identity.
- The harmonic oscillator by the time operator and the canonical time-dependent transformations.