Geometry of Configuration Mixing in Bose-Fermi Systems
A. Leviatan, N. Gavrielov
TL;DR
This paper introduces a geometric approach to understanding configuration mixing in Bose-Fermi systems, providing insights into quantum shape-phase transitions and shape coexistence in odd-mass Nb nuclei.
Contribution
It presents a novel geometric interpretation using extended Bose-Fermi matrix coherent states for algebraic models with configuration mixing.
Findings
Insights into quantum shape-phase transitions
Understanding of shape coexistence in Nb nuclei
Development of a geometric formalism for Bose-Fermi models
Abstract
A geometric interpretation for an algebraic interacting boson-fermion model with configuration mixing is presented. The formalism is based on an extended Bose-Fermi matrix coherent states and is applied to gain insight on intertwined quantum shape-phase transitions and shape coexistence in odd-mass Nb nuclei.
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