6 problems

Consider a fermion system in discrete space-time in which the fermionic projector spontaneously breaks the permutation symmetry of the space-time points, thereby inducing a discret…

Connectivity-shell hypothesis. When the unfolding process is fully developed, the infinitesimal neighborhood of $S_0$ is densely connected to it, and connectivity decreases through…

Two-story space-time hypothesis. The weaker and more stochastic communication between the various lumps, beneath the macroscopic or quasiclassical surface structure, is responsible…

Dense-subgraph hypothesis. The individual physical points are particularly densely connected subgraphs of the network or graph.

In the pre-geometric setting, quantum spacetime is a sum over quantum histories of superposed pre-geometric spin networks. Emergence conjecture. Continuous spacetime emerges as a c…

L–R equivalence conjecture. The equivalence between the two pictures (L) and (R) remains true even after including all fluctuations.