Code
3E002208
Duration
01 October 2008 → 30 September 2014
Funding
Regional and community funding: Special Research Fund, Research Foundation - Flanders (FWO)
Promotor
Fellow
Research disciplines
-
Natural sciences
- Applied mathematics in specific fields
- Astronomy and space sciences
- Classical physics
- Materials physics
- Mathematical physics
- Nuclear physics
- Quantum physics
Keywords
lie algebra
nuclear structure
many-body problems
collective behavious
exactly solvable and integrable systems
symmetries
Project description
The way how collective behaviour is developed within a particular many-body system, remains an open question. This project will address this problem twofold. A first part will embody the study of exactly-solvable Richardson-Gaudin systems for nuclear shell-model calculations. A second part will be devoted to the further development of the Collective model in the Cartan-Weyl basis.