Arcsine laws of light

Paul Lévy's arcsine laws are an example of emergent statistical structure in nature. They has been observed over the years in a large variety of unrelated physical systems. Yet, they have never been studied in the context of coherently driven resonators. In our experiment, we show that these laws arise asymptotically in the time-integrated transmitted intensity of an optical resonator. Here, we publish the dataset used for our manuscript. 

DOI: https://doi.org/10.1103/PhysRevLett.132.133801

The purpose of this upload is to facilitate the reproduction and verification of the results presented in the above manuscript. Kindly contact the corresponding author for any queries.

保罗·莱维反正弦定律（Paul Lévy arcsine laws）是自然界中涌现统计结构的典型范例。多年来，该定律已在诸多互不关联的物理系统中被观测到。然而，此前从未有研究在相干驱动谐振器的框架下对其展开探讨。在本实验中，我们证实这类定律会在光学谐振器的时间积分透射强度中渐近显现。此处我们发布了用于撰写该研究论文的配套数据集。

DOI：https://doi.org/10.1103/PhysRevLett.132.133801

本次上传的目的是助力复现并验证上述论文中呈现的研究结果。如有任何疑问，请联系通讯作者。