Motley string or from 10 to 4

G. Matveev
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Abstract

In 1926 O. Klein proposed [5] that extra spacial dimension in Kaluza theory got curled up in a circle of small radius (aka "compactified"). Same idea applied to Superstring theory means that some spacial dimensions (6) are compactified, while others (3) are not, which leaves unanswered question why some dimensions are better then others. Also it implies the existence of standing waves in compactified dimensions (so called Kaluza-Klein tower) which are not observed experimentally.
从10到4的杂色字符串
1926年O. Klein提出[5],在Kaluza理论中,额外的空间维度被卷曲在一个小半径的圆中(又称“紧化”)。同样的想法也适用于超弦理论,这意味着一些空间维度(6)是紧化的,而另一些空间维度(3)不是,这就留下了一个悬而未决的问题,为什么有些维度比其他维度更好。它还暗示了在紧化维度(即所谓的Kaluza-Klein塔)中没有实验观察到的驻波的存在。
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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