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2018

Towards background independent quantum gravity with tensor models

Eichhorn, Astrid, Koslowski, Tim, Lumma, Johannes et al.

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We explore whether the phase diagram of tensor models could feature a pregeometric, discrete and a geometric, continuum phase for the building blocks of space.

The latter are associated to rank $d$ tensors of size $N$.
We search for a universal large $N$ scaling limit in a rank-3 model with real tensors that could be linked to a transition between the two phases.
We extend the conceptual development and practical implementation of the flow equation for the pregeometric setting.

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