XX model on the circle
A. De Pasquale, G. Costantini, P. Facchi, G. Florio, S. Pascazio, K., Yuasa

TL;DR
This paper analyzes the XX spin model on a finite circle, providing solutions for the ground state, examining convergence to the thermodynamic limit, and exploring multipartite entanglement features.
Contribution
It offers an exact diagonalization of the finite XX model with periodic boundaries and investigates entanglement properties and convergence behavior.
Findings
Explicit ground state solutions for finite XX model
Analysis of convergence speed to thermodynamic limit
Characterization of multipartite entanglement features
Abstract
We diagonalize the XX model with a finite number of spins and periodic boundary conditions. We solve for the ground state, focus on the rapidity of the convergence to the thermodynamic limit and study the features of multipartite entanglement.
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