Many-party network realization with interpolating geometric dynamics

Determine whether tuning the entanglement pattern and inter-node couplings in a many-party teleportation network can produce boundary information-transfer dynamics admitting a dual description as propagation through geometries interpolating between multi-boundary wormholes and connected bulk geometries.

Background

The paper constructs a three-party teleportation protocol and notes that it can be modified into a destination-selective three-node network. It then proposes extending the construction to networks with many parties, where the entanglement pattern and couplings between nodes would control information transfer.

The authors explicitly raise the unresolved question of whether such tuning can generate dynamics with a geometric interpretation interpolating between multi-boundary wormholes and connected bulk geometries. They further speculate that information transfer might then correspond to causal bulk trajectories whose dependence on the insertion profile reflects the network structure.

References

Inspired by Ref., one may ask whether tuning the entanglement pattern and the coupling between the different nodes can produce boundary information-transfer dynamics with a dual description as propagation through geometries interpolating between multi-boundary wormholes and connected bulk geometries.

— Multi-Boundary Many-Body Quantum Teleportation  (2609.03053 - Schwartzman et al., 2 Sep 2026) in Section Conclusions, paragraph beginning “Beyond the three-party setting”