Phase Transition in Commuting Gaussian Multi-matrix Models

机译：通勤高斯多矩阵模型的相变

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We analyze in detail a second order phase transition that occurs in large N Gaussian multi-matrix models in which the matrices are constrained to be commuting. The phase transition occurs as the relative masses of the matrices are varied, assuming that there are at least four matrices in the lowest mass level. We also discuss the phase structure of weakly coupled large N 3+1 dimensional gauge theories compactified on an S(sup 3) of radius R.

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Aharony, O.; Hartnoll, S. A.;
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年度 2007
页码 1-4
总页数 4
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
Phase transformations ; Gaussian quadrature ; Matrices ; Gauge theory ; Mass ; Compactification ; Models;

机译：相变;高斯积分;矩阵; Gauge理论;质量; Compactification;模型;

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2. Exactly solvable model with an unusual phase transition: the rolling transition of a pinned Gaussian chain [J] . Skvortsov AM., Leermakers FAM., van Male J. Physica, A. Statistical mechanics and its applications . 2001,第3a4期

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3. Comment on “The phase diagram of the multi-matrix model with ABAB-interaction from functional renormalization” [J] . Carlos I. Perez-Sanchez The journal of high energy physics . 2021,第7期

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7. A phase transition in commuting Gaussian multi-matrix models [O] . Aharony, Ofer, Hartnoll, Sean A. 2007

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8. Phase Transition in Commuting Gaussian Multi-matrix Models [R] . Aharony, O. 2007

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Phase Transition in Commuting Gaussian Multi-matrix Models

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