Fermionic quantum systems are well described by the linear many- body Schr¨odinger equation. For interacting systems the full Schr¨odinger the- ory is extremely complicated and theoretical as well numerical investigations are not feasible. In practice, macroscopic properties of large systems can therefore only be accessed by means of approximate theories. The intention of this workshop was to showcase the most recent advances in the mathe- matical study of many-body interacting fermionic systems and to stimulate discussions among different research groups.
The low density Fermi gas in three dimensions / E. Giacomelli. - In: OBERWOLFACH REPORTS. - ISSN 1660-8933. - 20:4(2023), pp. 2828-2831. (Intervento presentato al convegno Mini-Workshop: Mathematics of Many-body Fermionic Systems : 29 October - 4 November nel 2023) [10.14760/OWR-2023-49].
The low density Fermi gas in three dimensions
E. Giacomelli
2023
Abstract
Fermionic quantum systems are well described by the linear many- body Schr¨odinger equation. For interacting systems the full Schr¨odinger the- ory is extremely complicated and theoretical as well numerical investigations are not feasible. In practice, macroscopic properties of large systems can therefore only be accessed by means of approximate theories. The intention of this workshop was to showcase the most recent advances in the mathe- matical study of many-body interacting fermionic systems and to stimulate discussions among different research groups.
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