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光学与光子学中的对称性:群论方法。

Symmetry in optics and photonics: a group theory approach.

作者信息

Rodríguez-Lara B M, El-Ganainy Ramy, Guerrero Julio

机构信息

Tecnologico de Monterrey, Escuela de Ingeniería y Ciencias, Monterrey 64849, Mexico; Instituto Nacional de Astrofísica, Óptica y Electrónica, Puebla, CP 72840, Mexico.

Department of Physics and Henes Center for Quantum Phenomena, Michigan Technological University, Houghton, MI 49931, USA.

出版信息

Sci Bull (Beijing). 2018 Feb 28;63(4):244-251. doi: 10.1016/j.scib.2017.12.020. Epub 2017 Dec 23.

Abstract

Group theory (GT) provides a rigorous framework for studying symmetries in various disciplines in physics ranging from quantum field theories and the standard model to fluid mechanics and chaos theory. To date, the application of such a powerful tool in optical physics remains limited. Over the past few years however, several quantum-inspired symmetry principles (such as parity-time invariance and supersymmetry) have been introduced in optics and photonics for the first time. Despite the intense activities in these new research directions, only few works utilized the power of group theory. Motivated by this status quo, here we present a brief overview of the application of GT in optics, deliberately choosing examples that illustrate the power of this tool in both continuous and discrete setups. We hope that this review will stimulate further research that exploits the full potential of GT for investigating various symmetry paradigms in optics, eventually leading to new photonic devices.

摘要

群论(GT)为研究物理学各学科中的对称性提供了一个严谨的框架,其范围涵盖从量子场论和标准模型到流体力学和混沌理论等诸多领域。迄今为止,这一强大工具在光学物理中的应用仍然有限。然而,在过去几年里,一些受量子启发的对称原理(如宇称 - 时间不变性和超对称性)首次被引入光学和光子学领域。尽管在这些新的研究方向上有大量的研究活动,但只有少数工作利用了群论的力量。鉴于这种现状,在此我们简要概述群论在光学中的应用,特意选择一些例子来说明该工具在连续和离散设置中的强大作用。我们希望这篇综述将激发进一步的研究,充分利用群论的潜力来研究光学中的各种对称范式,最终促成新型光子器件的诞生。

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