AN EQUILIBRIUM DYNAMICS FOR FRUSTRATED QUANTUM SPIN SYSTEMS AND CHARACTERIZING

As we have shown in this letter, frustration in spin glass gives rise to a special kind of Berry connection when a spinor is carried parallel on the surface of the frustrated sphere.The spinor's parallel passage's Berry phase is where the curvature of space is achieved.It's useful to recognize when a spun glass customer is dissatisfied.In the frustrated spin system, this Berry phase can achieve the local order parameter that is topologically stable.Space-time curvature is caused by gauge potentials in gauge theory comparable to berry connections.

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Publication Details

Published
2024-11-30
DOI
https://doi.org/10.71058/jodac.v8i11007
Primary Topic
Quantum many-body systems
Type
article
Field-Weighted Citation Impact
0.00
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article

AN EQUILIBRIUM DYNAMICS FOR FRUSTRATED QUANTUM SPIN SYSTEMS AND CHARACTERIZING

Subhamoy Singha Roy
Quantum many-body systems
article

AN EQUILIBRIUM DYNAMICS FOR FRUSTRATED QUANTUM SPIN SYSTEMS AND CHARACTERIZING

Subhamoy Singha Roy
article en

Abstract

As we have shown in this letter, frustration in spin glass gives rise to a special kind of Berry connection when a spinor is carried parallel on the surface of the frustrated sphere.The spinor's parallel passage's Berry phase is where the curvature of space is achieved.It's useful to recognize when a spun glass customer is dissatisfied.In the frustrated spin system, this Berry phase can achieve the local order parameter that is topologically stable.Space-time curvature is caused by gauge potentials in gauge theory comparable to berry connections.

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Quantum many-body systems
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AN EQUILIBRIUM DYNAMICS FOR FRUSTRATED QUANTUM SPIN SYSTEMS AND CHARACTERIZING — Subhamoy Singha Roy · (2024) | TGRS Research Map | TGRS