Dynamical Symmetries in Supersymmetric Matrix Models
Volker Bach, Jens Hoppe, Douglas Lundholm

TL;DR
This paper uncovers a dynamical SU(2) symmetry in supersymmetric matrix models and introduces a recursive method for finding their ground states, highlighting new structural insights.
Contribution
It identifies a dynamical SU(2) symmetry and proposes a recursive approach for ground state determination in supersymmetric matrix models, advancing understanding of their properties.
Findings
Discovery of a dynamical SU(2) symmetry in the models
Development of a recursive method for ground state calculation
Identification of additional properties of the models
Abstract
We reveal a dynamical SU(2) symmetry in the asymptotic description of supersymmetric matrix models. We also consider a recursive approach for determining the ground state, and point out some additional properties of the model(s).
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Taxonomy
TopicsQuantum chaos and dynamical systems · Quantum optics and atomic interactions · Molecular spectroscopy and chirality
