Conformally Compactified Minkowski Spacetime and Planck Constant

Miguel Socolovsky
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Abstract

If the geometrical system of units c = G 1 and the Planck length as a natural length scale are used in the construction of the Penrose space (diagram) corresponding to Minkowski spacetime, the presence of the Planck constant ħ in the Penrose dimensionless time (ζ) and radial (ρ) coordinates is unavoidable. This fact suggests that there could be a deep and still unknown relation between the spacetime of special relativity and quantum mechanics.
共形紧化闵可夫斯基时空与普朗克常数
如果在构造与闵可夫斯基时空相对应的彭罗斯空间(图)时,使用单位几何系统c = g1和普朗克长度作为自然长度尺度,则普朗克常数的存在ħ在彭罗斯坐标系中,无量纲时间坐标(ζ)和径向坐标(ρ)是不可避免的。这一事实表明,在狭义相对论的时空和量子力学之间可能存在着一种深刻而未知的关系。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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