对最大中心规程集合的研究

Zeinab Dehghan, Rudolf Golubich, Roman Höllwieser, Manfried Faber
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摘要

最大中心测量(Maximal Center Gauge,MCG)的目的是通过最大化测量函数,然后投影到相应组的中心元素上,从而探测中心旋涡。事实证明,不受限制地最大化量规函数的要求是站不住脚的,因为它导致了对弦张力的低估。为了解决这个问题,我们研究了局部量规最大值的集合,发现无限制的最大化可以被限制在集合的高斯和分布部分的最大化所取代。这种受限最大化削弱了弦张力被低估的问题。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Investigation of the ensemble of maximal center gauge
Maximal Center Gauge (MCG) aims to detect center vortices by maximizing a gauge functional and then projecting onto the center elements of the respective group. The requirement for unrestricted maximization of the gauge functional has proven to be untenable because it was shown that it leads to an underestimation of the string tension. To counter this problem, the ensemble of local gauge maxima is investigated and it is found that the unrestricted maximization can be replaced by a maximization restricted to the Gaussian distributed part of the ensemble. Such restricted maximization weakens the problem of an underestimated string tension.
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