Hello everyone,
I am developing a model of spacetime that shares some fundamental concepts with the Wolfram Physics Project but introduces a specific focus on testability and quantum noise signatures. In my theory, spacetime is represented as a finite directed quantum graph. The core idea is that the connectivity of the graph isn't just an abstract representation but directly dictates the physical observables we see in quantum systems.
Key features of the model:
Discrete Topology: Nodes represent Planck-scale events, and directed edges represent causal relationships.
Emergent Physics: I have derived that the Einstein field equations and Maxwell's equations emerge as a low-energy limit of these graph dynamics. Experimental Predictions: Most importantly, the model predicts specific spectral signatures in the decoherence noise of current NISQ-era quantum processors and anomalies in high-energy particle scattering.
Iam looking for collaborators who are interested in:
Visualizing the graph dynamics using the Wolfram Language.
Simulating the noise patterns to compare them with existing data from IBM or Google quantum hardware.
I believe that by identifying the right "rewrite rules" for this directed graph, we can bridge the gap between discrete spacetime models and experimental verification.
Looking forward to your feedback and potential collaboration!
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