The Pauli exclusion principle has a strong impact on the properties and the behavior of most fermionic quantum systems. Remarkably, even stronger restrictions on fermionic natural occupation numbers follow from the fermionic exchange symmetry.
Fermionic Exchange Symmetry: Quantifying its Influence beyond Pauli’s Exclusion Principle
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We develop an operationally meaningful measure which allows one to quantify the potential physical relevance of those generalized Pauli constraints beyond the well-established relevance of Pauli’s exclusion principle. It is based on a geometric hierarchy induced by Pauli exclusion principle constraints. The significance of that measure is illustrated for a few-fermion model which also confirms such nontrivial relevance of the generalized Pauli constraints.
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Academic Lectures from University of Oxford's Department of Physics.
The video series for this podcast includes content previously published in 2016 as 'Reduced Density Matrices in Quantum Physics and Role of Fermionic Exchange Symmetry': "The interdisciplinary workshop brings together experts in quantum science, as e.g. quantum information theory, quantum chemistry, solid state physics and mathematical physics. The aim is to explore from a conceptual viewpoint the...
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