# Mirror symmetry and the flavor vortex operator in two dimensions

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Journal of High Energy Physics

, 2015:174

First Online: 27 October 2015Received: 01 September 2015Accepted: 08 October 2015 Abstract

The flavor vortex operator Vα is a local disorder operator defined by coupling a two-dimensional \ \mathcal{N}=\left2,\;2 ight \ chiral multiplet to a non-dynamical gauge field with vortex singularity of holonomy 2πα. We show that it is related to the mirror-dual twisted chiral multiplet, with bottom component y, as Vα = e.

KeywordsSupersymmetry and Duality Supersymmetric gauge theory Field Theories in Lower Dimensions ArXiv ePrint: 1508.07179

Autor: Takuya Okuda
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