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Bibliographic Details
Main Author: Radnor, Mike
Format: Recurso digital
Language:English
Published: Zenodo 2025
Subjects:
emergent gravity
quantum cellular automaton
QCA
Floquet dynamics
lattice gauge theory
gauge-invariant
SU(2) quantum link model
rishon formulation
aperiodic graphs
quasicrystal graphs
cut-and-project
split-step quantum walk
plaquette ring exchange
domain-wall fermions
Ginsparg-Wilson relation
anomaly inflow
Lorentz invariance
Lorentz-violating operators
Lieb-Robinson bounds
entanglement hydrodynamics
stress-energy tensor
Noether currents
modular Hamiltonian
relative entropy
Kubo linear response
transverse-traceless modes
spectral dimension
angular isotropy
coarse-graining
renormalization group
Wilson loops
photon dispersion
stochastic gravitational-wave strain
Online Access:https://doi.org/10.5281/zenodo.17075197
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Table of Contents:
  • <p>An explicit, gauge‑invariant quantum cellular automaton on an aperiodic 4‑regular graph for emergent gravity and gauge. The work specifies gate‑level dynamics, a local fermion encoding, and a synthetic fifth dimension that realizes a single chiral mode via anomaly inflow. A falsifiable validation program tests renormalization‑group flow, species‑universal light cones, Noether‑based stress conservation, transverse–traceless Kubo response, and the entanglement‑equilibrium hypothesis.</p>

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