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Fuzzy spacetime from a null-surface version of GR

机译:来自GR的零表面版本的模糊时空

摘要

The null-surface formulation of general relativity -- recently introduced --provides novel tools for describing the gravitational field, as well as a freshphysical way of viewing it. The new formulation provides ``local'' observablescorresponding to the coordinates of points --- which constitute the spacetimemanifold --- in a {\em geometrically defined chart\/}, as well as non-localobservables corresponding to lightcone cuts and lightcones. In the quantumtheory, the spacetime point observables become operators and the spacetimemanifold itself becomes ``quantized'', or ``fuzzy''. This novel view may shedlight on some of the interpretational problems of a quantum theory of gravity.Indeed, as we discuss briefly, the null-surface formulation of generalrelativity provides (local) geometrical quantities --- the spacetime pointobservables --- which are candidates for the long-sought physical operators ofthe quantum theory.
机译:广义相对论的零表面表示法-最近引入了-提供了描述引力场的新颖工具,以及一种观察引力场的新物理方法。新的公式提供了与{{em几何定义的图表\ /}中构成时空流形的点-的坐标相对应的``局部''可观测值,以及与光锥切割和光锥相对应的非局部可观测值。在量子理论中,可观察到的时空点成为运算符,而时空流形本身成为``量化的''或``模糊的''。这种新颖的观点可能揭示了引力量子理论的一些解释性问题。实际上,正如我们简短地讨论的那样,广义相对论的零面表示提供了(局部)几何量-时空可观测点-是候选者量子理论的长期物理运算符。

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