A Phase-Native Computational Substrate for Executing Phase Theory
Phase-Stack is the canonical software system for executing, verifying, and interfacing Phase Theory with computation and experiment.
It implements phase admissibility, global consistency, topology, and coherence limits as executable primitives—without wavefunctions, collapse, intrinsic randomness, or state-based evolution.
This repository is the operational backbone of Phase Theory.
Phase-Stack is:
- A Phase-native execution engine
- A theory compiler (Phase → executable constraints)
- A global consistency and admissibility solver
- A verification and audit framework for physics claims
- A hardware-agnostic experimental interface
Phase-Stack executes global phase consistency problems, not time-stepped dynamics.
Phase-Stack is not:
- A quantum simulator
- A Schrödinger equation solver
- A probabilistic or Monte-Carlo engine
- A neural network or ML surrogate
- A digital twin of physical hardware
It does not evolve states or collapse measurements.
Phase is the sole primitive.
Physical validity is determined by global admissibility, not by state evolution or probabilistic postulates.
Execution answers questions like:
- Is this global phase configuration admissible?
- Which topological sectors are consistent?
- Where do coherence limits force breakdown?
- What effective laws emerge in stable regimes?
phase-stack/ ├─ phase-core/ # Canonical axioms, admissibility rules, coherence limits ├─ phase-ir/ # Phase-native intermediate representation (no states) ├─ phase-compiler/ # Phase → executable constraints ├─ phase-kernel/ # Runtime engine (consistency, sectors, observables) ├─ phase-verification/ # Formal verification, audits, counterexample search ├─ phase-lab/ # Hardware-agnostic experimental interface ├─ phase-observatory/ # Telemetry, phase signatures, diagnostics ├─ examples/ # Reference configurations and demos ├─ benchmarks/ # Recovery limits & deviation predictions └─ phase-docs/ # Specifications, claims, traceability
Input
- Global phase configuration (Φ)
- Admissibility constraints
- Topological sector assumptions
- Coherence budgets
- Optional experimental couplings
Execution
- Validate Phase-IR integrity
- Enforce global admissibility
- Minimize inconsistency functional
- Explore admissible sectors (if allowed)
- Extract stable observables
- Generate full audit trace
Output
- Admissible / inadmissible verdicts
- Sector classifications
- Stability regions
- Emergent effective parameters
- Predicted experimental signatures
Outputs are not states.
Phase-Stack is fully deterministic.
Given identical inputs:
- the same admissibility result is returned
- the same trace hash is produced
- the run is replayable and auditable
All apparent randomness arises from:
- coarse-graining
- sector averaging
- observer-limited access
Phase-Stack is independent of:
- AURA
- PMM
- any specific hardware platform
It may interface with other systems in the future, but does not depend on them.
Phase-Stack stands alone as the minimal executable realization of Phase Theory.
Phase-Stack enables:
- Executable validation of Phase Theory claims
- Clear falsifiability pathways
- Explicit prediction of deviations from effective theories
- Reproducible Phase-native experiments
- Formal separation between ontology and effective models
- Phase-Stack v0: specification & architecture defined
- Active development focuses on:
- Phase-IR v0.1
- admissibility validator
- first benchmark recoveries
- first deviation predictions
License to be defined with the Phase Theory canonical repository.
If phase is fundamental, then consistency must be executable.