Gauge structure
Deriving Standard Model Gauge Structure from Observer Overlap Consistency
Examines two mathematical routes from observer overlap to the symmetry structure used by the Standard Model. The physical identification of that structure is an open question.
Standard Model gauge group, gauge reconstruction, icosahedral symmetry, Tannaka reconstruction
Particles
Deriving the Particle Zoo from Observer Consistency
Explores whether the observer-consistency framework can account for particles and physical constants. Several comparisons are mathematical or conditional, and their connection to measured physics remains open.
particle spectrum derivation, Standard Model particles, fine-structure constant, quark masses
Flagship reconstruction paper
Finite Observer Consensus as a Reconstruction Principle: Normal Forms, the Standard Model Lie Type, and a Route to the Einstein Field Equation
The flagship technical account of Observer Patch Holography. It develops finite consensus normal forms, Standard Model Lie-type reconstruction, and a conditional route to the Einstein field equation, with the physical identification steps stated separately.
Observer Patch Holography, OPH, quantum gravity, Standard Model
Observer-first synthesis
Observers Are All You Need
A compact synthesis of Observer Patch Holography: finite observer repair, a source-derived informational poset, the exact rank-three signed-record carrier, and conditional routes to Lorentzian gravity and Standard Model structure, with the remaining physical attachments stated explicitly.
Observer Patch Holography, observer-first physics, source-derived causal poset, causal sets
Observer continuation
Paradise as Fixed-Point Consensus
The OPH continuation and meaning paper. It reads existence, observer continuation, record consistency, justice, resurrection, and paradise through fixed-point consensus.
observer continuation, consciousness-first theories, theory of everything, fixed-point consensus
Simulation theory
Reality as a Consensus Protocol
Develops the mathematics of shared records, disagreement repair, and stable outcomes among limited observers.
simulation theory, consensus protocol, fixed-point computation, observer patches
Gravity
Recovering Observer Spacetime and Einstein Dynamics from Overlap Consistency
Explores how shared observer records could lead to spacetime and gravity. The paper states the mathematical results and the conditions needed to connect them to physical gravity.
quantum gravity, observer spacetime, source-derived causal poset, causal sets
Screen physics
Screen Microphysics and Observer Synchronization
Studies a finite observer model with records, synchronization, measurement, and possible hardware evidence. It separates mathematical results from open questions about their physical realization.
screen microphysics, observer synchronization, Born rule, measurement problem
Physical computation
Photonic Fixed-Point Consensus for SHA-256d Proof of Work
An OPH-adjacent physical-computation paper on photonic fixed-point consensus, SHA-256d proof of work, analog constraint satisfaction, and verifier receipts.
SHA-256d proof of work, Bitcoin mining, photonic computing, physical cryptanalysis
de Sitter physics
The de Sitter Time-Advance Sign from a Finite Screen with Fixed Capacity
Derives finite entropy, capacity-transfer, analytic-curvature, and graph-spectrum identities that conditionally reproduce the de Sitter time-advance sign. The gravitational shock dictionary and coefficient remain separate physical inputs.
de Sitter horizon, time advance, finite screen capacity, generalized entropy
Constants
The Fine-Structure Constant as an OPH Pixel Fixed Point
A focused OPH paper on the fine-structure constant, local screen-cell closure, hadronic endpoint transport, and the fixed-point status of alpha.
fine-structure constant, alpha 1 over 137, fundamental constants, pixel fixed point
Flavor structure
The Positive-Chamber Koide Identity for Icosahedral Face Circulants
Proves the exact Koide invariant for positive Hermitian C3 face circulants and isolates the balance condition that yields Q = 2/3. The finite GNS implication and tau-mass window are conditional; no physical lepton-family attachment or source-only mass prediction is claimed.
Koide identity, circulant matrices, C3 symmetry, icosahedral symmetry
Mathematical foundations
Machine-Checked Finite Event Algebras for Observer-Patch Holography
A machine-checked finite-event-algebra paper for OPH measurement surfaces, including Boolean event structure, traces, conditional expectations, and Born-Luders update rules.
finite event algebras, Lean 4, Born rule, Luders update
Mathematical foundations
Observation-Determined Normal Forms: Stability, Obstructions, and Refinement in Constraint and Rewrite Systems
A substrate-neutral mathematical paper separating same-source confluence, cross-source identification from protected observations, liveness, and local repairability, with quantitative stability and refinement criteria.
abstract rewriting, observation-determined normal forms, confluence, boundary reconstruction
String theory
Observer Patch Holography as a String-Vacuum Selector
A bridge paper connecting the de Sitter observer problem, OPH edge-string effective language, and a heterotic Standard Model representative as a conditional string-vacuum selector.
string vacuum selector, string theory landscape, de Sitter observer problem, heterotic Standard Model
Consciousness
Thinking as Patch-Net Fixed-Point Search
An OPH paper on brains as biological fixed-point consensus systems, self-reading observer patches, recurrent repair, qualia, and AGI architecture.
consciousness-first theories, consciousness, AGI, fixed-point search
Mathematical physics
Explaining the Yang-Mills Mass Gap with Observer-Patch Repair Dynamics
A branch-scoped OPH paper on the Yang-Mills mass gap, support-visible compact-gauge extraction, Euclidean consensus, repair completeness, and the exact repair gap.
Yang-Mills mass gap, Clay Millennium problem, quantum Yang-Mills theory, compact gauge theory