Theory of Superselection Sectors for Generalized Ising models
J.R.Reyes Mart\'inez
TL;DR
This paper extends the theory of superselection sectors to generalized Ising models, building on prior work by Mack and Schomerus, to analyze their algebraic and topological properties.
Contribution
It applies the superselection sector framework to broader classes of Ising models, advancing the understanding of their algebraic structure.
Findings
Generalized superselection sectors identified for extended Ising models
New algebraic structures characterized in these models
Framework established for analyzing topological properties
Abstract
We apply the theory of superselection sectors in the same way as done by G.Mack and V.Schomerus for the Ising model to generalizations of this model described by J.Fr\"{o}hlich and T.Kerler.
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Taxonomy
TopicsMolecular spectroscopy and chirality · Theoretical and Computational Physics · Quantum many-body systems