Quantum spin liquids: a review
Квантовые спиновые жидкости: обзор
2016-11-08
SCID: 54.1/dfpqkeyd
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gauge theorymany-body entanglementparton theoryquantum spin liquidstopological properties
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Abstract (AI)
Quantum spin liquids may be considered 'quantum disordered' ground states of spin systems, in which zero-point fluctuations are so strong that they prevent conventional magnetic long-range order. More interestingly, quantum spin liquids are prototypical examples of ground states with massive many-body entanglement, which is of a degree sufficient to render these states distinct phases of matter. Their highly entangled nature imbues quantum spin liquids with unique physical aspects, such as non-local excitations, topological properties, and more. In this review, we discuss the nature of such phases and their properties based on paradigmatic models and general arguments, and introduce theoretical technology such as gauge theory and partons, which are conveniently used in the study of quantum spin liquids. An overview is given of the different types of quantum spin liquids and the models and theories used to describe them. We also provide a guide to the current status of experiments in relation to study quantum spin liquids, and to the diverse probes used therein.
Key Findings
1
Gauge theory and parton constructions provide theoretical frameworks for analyzing quantum spin liquids through paradigmatic models and general arguments.
2
Quantum spin liquids are quantum-disordered ground states where strong zero-point fluctuations suppress conventional magnetic long-range order.
3
Quantum spin liquids comprise diverse types described by different models and theories, with experiments investigating them using a broad range of probes.
4
Their massive many-body entanglement defines distinct phases of matter and produces non-local excitations and topological properties.
Research Object
quantum spin liquids as quantum-disordered ground states of spin systems
Research Subject
their many-body entanglement, phase characteristics, excitations, topological properties, theoretical descriptions, and experimental signatures
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2016-11-08
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