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Spacetime has a “thickness”

机译:Spacetime具有“厚度”

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摘要

Suppose we assume that (a) information about a black hole is encoded in its Hawking radiation and (b) causality is not violated to leading order in gently curved spacetime. Then, we argue that spacetime cannot just be described as a manifold with a shape; it must be given an additional attribute which we call “thickness.” This thickness characterizes the spread of the quantum gravity wave functional in superspace — the space of all three-geometries. Low energy particles travel on spacetime without noticing the thickness parameter, so they just see an effective manifold. Objects with energy large enough to create a horizon do note the finite thickness; this modifies the semiclassical evolution in such a way that we avoid horizon formation and the consequent violation of causality.
机译:假设我们假设(a)关于黑洞的信息在其霍克辐射中被编码,并且(b)因果关系不会违反直接弯曲的时空。 然后,我们认为时尚不能被描述为具有形状的歧管; 必须给出我们称之为“厚度”的附加属性。 该厚度表征了超空间中量子重力波功能的扩散 - 所有三个几何形状的空间。 低能量粒子在时空上行进,而不会注意到厚度参数,因此他们只需看到有效的歧管。 具有能量大的物体足以创造地平线确实注意有限厚度; 这改变了先天的演化,以便我们避免地平线形成和随之而来的因果关系。

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