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Discreteness of Time in the Evolution of the Universe by Faizal, Mir; Ali, Ahmed Farag; Das, Saurya is a scholarly article available to read on EtoBox.
What is Discreteness of Time in the Evolution of the Universe about?
In this paper, we will first derive the Wheeler-DeWitt equation for the generalized geometry which occurs in M-theory. Then we will observe that M2-branes act as probes for this generalized geometry, and as M2-branes have an extended structure, their extended structure will limits the resolution to which this generalized geometry can be defined. We will demonstrate that this will deform the Wheeler-DeWitt equation for the generalized geometry. We analyze such a deformed Wheeler-DeWitt equation in the minisuperspace approximation and observe that this deformation can be used as a solution to the problem of time. This is because this deformation gives rise to time crystals in our universe due to the spontaneous breaking of time re-parametrization invariance.
- Author
- Faizal, Mir; Ali, Ahmed Farag; Das, Saurya
- Published
- 2014
- Language
- EN
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