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Noncommutativity between the low-energy limit and...
Preprint

Noncommutativity between the low-energy limit and integer dimension limits in the $\boldsymbol{\epsilon}$-expansion: a case study of the antiferromagnetic quantum critical metal

Abstract

We study the field theory for the SU($N_c$) symmetric antiferromagnetic quantum critical metal with a one-dimensional Fermi surface embedded in general

Authors

Schlief A; Lunts P; Lee S-S

Publication date

May 14, 2018

DOI

10.48550/arxiv.1805.05252

Preprint server

arXiv