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Main Authors: Kang, Bei, Wang, Lu-Yao, Wu, Ke, Zhao, Wei-Zhong
Format: Preprint
Published: 2023
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Online Access:https://arxiv.org/abs/2301.06046
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author Kang, Bei
Wang, Lu-Yao
Wu, Ke
Zhao, Wei-Zhong
author_facet Kang, Bei
Wang, Lu-Yao
Wu, Ke
Zhao, Wei-Zhong
contents We construct a two-tensor model with order-3 and present its $W$-representation. Moreover we derive the compact expressions of correlators from the $W$-representation and analyze the free energy in large $N$ limit. In addition, we establish the correspondence between two colored Dyck walks in the Fredkin spin chain and tree operators in the ring. Based on the classification Dyck walks, we give the number of tree operators with the given level. Furthermore, we show the entanglement scaling of Fredkin spin chain beyond logarithmic scaling in the ordinary critical systems from the viewpoint of tensor model.
format Preprint
id arxiv_https___arxiv_org_abs_2301_06046
institution arXiv
publishDate 2023
record_format arxiv
spellingShingle A two-tensor model with order-three
Kang, Bei
Wang, Lu-Yao
Wu, Ke
Zhao, Wei-Zhong
High Energy Physics - Theory
We construct a two-tensor model with order-3 and present its $W$-representation. Moreover we derive the compact expressions of correlators from the $W$-representation and analyze the free energy in large $N$ limit. In addition, we establish the correspondence between two colored Dyck walks in the Fredkin spin chain and tree operators in the ring. Based on the classification Dyck walks, we give the number of tree operators with the given level. Furthermore, we show the entanglement scaling of Fredkin spin chain beyond logarithmic scaling in the ordinary critical systems from the viewpoint of tensor model.
title A two-tensor model with order-three
topic High Energy Physics - Theory
url https://arxiv.org/abs/2301.06046