Observer Patch Holography (OPH)
Observer Patch Holography starts from one claim: no observer sees the whole world at once. Each observer accesses only a local patch, and neighboring patches must agree on their overlap. OPH asks how much physics follows from that demand alone.
French version: README_FR.md
Quick links: website | Paper 1: synthesis | Paper 2: SM/GR derivation | Paper 3: particle derivation | OPH Book | OPH Lab | challenge
OPH is a reconstruction program for fundamental physics. Spacetime, gauge structure, particles, records, and observer synchronization are treated as consequences of overlap consistency on a finite holographic screen.
What OPH Delivers
- A finite-resolution theorem package for observer patches, collars, overlap repair, higher gauge structure, records, and checkpoint/restoration.
- A conditional route to Lorentzian geometry, modular time, Jacobson-type Einstein dynamics, and de Sitter static-patch cosmology.
- A compact gauge route to the realized Standard Model quotient
SU(3) x SU(2) x U(1) / Z_6, together with the exact hypercharge lattice and the realized counting chainN_g = 3,N_c = 3. - A particle program with exact structural massless carriers, theorem-grade electroweak closure, a quantitative Higgs/top stage, exact non-hadron mass sidecars, and explicit continuation lanes for flavor and hadrons.
- A concrete screen-microphysics architecture that puts measurement, records, and observers inside the physics.
Overall theorem and derivation stack
The full OPH stack from axioms to relativity, gauge structure, particles, observers, and the remaining open fronts. Click to open the full SVG.
Particle Highlights
Theorem-grade and structural hits
- Exact structural zeros for the photon, gluons, and graviton.
- Electroweak closure on the D10 calibration chain, with target-free public
W/Zrows and an exact frozen pairW = 80.377 GeV,Z = 91.18797809193725 GeV. - A quantitative Higgs/top stage downstream of the electroweak core, with strong public forward rows
H = 125.218922 GeV,t = 172.388646 GeV.
Exact non-hadron output surface
| Lane | Exact output(s) | Status note |
|---|---|---|
| Structural carriers | m_photon = m_gluon = m_graviton = 0 | theorem-grade structural exactness |
| Electroweak sidecar | W = 80.377 GeV, Z = 91.18797809193725 GeV | exact frozen repair surface |
| Higgs sidecar | H = 125.1995304097179 GeV | exact compare-only inverse slice |
| Charged witness | (e, mu, tau) = (0.00051099895, 0.1056583755, 1.7769324651340912) GeV | exact same-family witness |
| Quark witness | (u, d, s, c, b, t) = (0.00216, 0.00470, 0.0935, 1.273, 4.183, 172.3523553288311) GeV | exact same-family witness |
| Neutrino adapter | (m1, m2, m3) = (0.01745663295, 0.01948419960, 0.05308139066) eV with exact representative Δm21², Δm31², Δm32² | exact compare-only adapter |
Particle derivation stack
A compact view of the particle lane. Click to open the full SVG.
Continuation-grade particle successes
- The quark continuation lane emits public rows for
u,d,s,c, andbon the selected D12 sheet. - The neutrino weighted-cycle branch reaches the observed PMNS and hierarchy regime with
theta12 = 34.2259°,theta23 = 49.7228°,theta13 = 8.68636°,delta = 305.581°, andΔm21² / Δm32² = 0.03072111. - The exact non-hadron surface is collected in code/particles/EXACT_NONHADRON_MASSES.md.
Brief gap summary
The remaining particle gaps are narrow and explicit: charged leptons wait on C_hat_e^{cand} and mu_phys(Y_e), quarks wait on the one-scalar law quark_d12_t1_value_law on the selected D12 mass ray with intrinsic_scale_law_D12 as the derived wrapper, neutrinos wait on C_nu, and hadrons wait on the production backend bundle plus full production systematics.
Papers
- Paper 1. Observers Are All You Need: synthesis paper for the whole OPH stack.
- Paper 2. Recovering Relativity and Standard Model Structure from Observer-Overlap Consistency: SM/GR derivation paper for the recovered core.
- Paper 3. Deriving the Particle Zoo from Observer Consistency: particle derivation, exact-hit surface, and continuation map.
- Paper 4. Reality as a Consensus Protocol: fixed-point, repair, and consensus formulation.
- Paper 5. Screen Microphysics and Observer Synchronization: finite screen architecture, records, and observer machinery.
More
- Website: floatingpragma.io/oph
- Theory explainer: floatingpragma.io/oph/theory-of-everything
- Simulation-theory explainer: floatingpragma.io/oph/simulation-theory
- Book: oph-book.floatingpragma.io
- Lab: oph-lab.floatingpragma.io
- Common objections: extra/COMMON_OBJECTIONS.md
- IBM Quantum note: extra/IBM_QUANTUM_CLOUD.md