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Kendall's shape statistics as a classical realization of Barbour-type timeless records theory approach to quantum gravity

机译:肯德尔的形状统计是Barbour型永恒记录理论对量子引力的经典实现

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I previously showed that Kendall's work on shape geometry is in fact also the geometrical description of Barbour's relational mechanics' reduced configuration spaces (alias shape spaces). I now describe the extent to which Kendall's subsequent statistical application to e.g. the 'standing stones problem' realizes further ideas along the lines of Barbour-type timeless records theories, albeit just at the classical level. (C) 2015 Elsevier Ltd. All rights reserved.
机译:我之前曾证明,肯德尔在形状几何方面的工作实际上也是对巴伯的关系力学的简化配置空间(别名形状空间)的几何描述。我现在描述肯德尔(Kendall)随后的统计应用在多大程度上适用于“站立的石头问题”虽然沿用了Barbour类型的永恒记录理论,但也实现了进一步的构想,尽管只是在古典水平上。 (C)2015 Elsevier Ltd.保留所有权利。

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