Observer Patch Holography
Simulation Theory in Physics.
OPH is a concrete zero-input mathematical and practical implementation of simulation theory in physics. Reality is modeled as a certified fixed-point structure whose settled observer-readable output appears from inside as history,
grounded in holography, overlap repair, stable records, branch elimination, clock closure, gauge structure, and formal physics.
If you suspect that reality is fundamentally computational, informational, or observer-relative, OPH gives that intuition a rigorous target and an explicit architecture.
The simulator-hardware side is developed in Federated Echosahedral Screen Microphysics:
federated patch carriers, overlap observables, repair moves, record layers, observer criteria, synchronization moves, and public evidence rules.
In OPH, that target is also the fundamental theory of physics: the same quantum-algebraic observer-consistency basis recovers
gravity, the Standard Model, the effective quantum description, and string-theoretic effective structure as part of a consistent and comprehensive theory of everything, while the strange loop provides the closure.
The constants are closure-defined in this framing: P_* = phi + sqrt(pi)/A_T(P_*) fixes the local pixel ratio, and
N_CRC = F(N_CRC) is the global cosmic record-capacity readback fixed point.
The particle-side bridge reads v/E_cell = (N_EW/pi)^(-P_*/12), with the 12-port screen-sieve theorem giving the geometric origin.
If you want the broader non-branded framing after the simulation-theory entry point, move next to the physics unification page, then the theory of everything page, and then back through the Observer Patch Holography hub.
Simulation theory in physics
Observer-consistent information
Holographic physics
Physics unification