IPO Field Computer
Academic Validation Dossier

This dossier presents a complete academic validation framework for the IPO Field Computer, a boundary-first physical computation system. All implementations derive from a single canonical kernel and differ only in geometric boundary resolution. 
ISOMORPHIC LAYER ARCHITECTURE

L0 — CANONICAL KERNEL
| Pure physics, deterministic evolution
| No DOM, no timing, no interpretation
|
▼ (JSON export only)
|
L1 — WITNESS LAYER
| Measurements, observables, hashing
| Read-only from L0
|
▼ (Display only)
|
L2 — EXPERIENCE LAYER
Human interface, visualization
Explicit injections logged
Academic Note: All human influence occurs through explicit, logged injections. No hidden feedback loops exist between layers. This ensures experimental reproducibility and formal verification.

Canonical Implementations

The following annexes contain independent realizations of the same canonical kernel under different boundary symmetry resolutions. Each demonstrates identical physics with varying geometric precision.

Interactive Validation Annexes

Experimental Validation Protocol

Validated Properties:

1. Conservation Law: Σρᵢ = 1 (monitored continuously)
2. Stability: All perturbations converge to equilibrium
3. Spectral Structure: Lock ratios and harmonic dominance
4. Reproducibility: SHA-256 canonical state hashing
5. Scale Invariance: Identical behavior across N values
6. Determinism: Identical initial states → identical evolution

State Export & Reproducibility

{
  "canonical": {
    "N": 18,
    "rho": [...],
    "stepIndex": 1247,
    "parameters": { "alpha": 0.1, "geometry": "circular_boundary" }
  },
  "measurements": { "energy": 0.00234, "entropy": 4.1699, ... },
  "injectionLog": [ ... ],
  "exportTimestamp": "2026-02-07T..."
}
Author:
Marcel Mulder
Document Version:
8.0 — Isomorphic Layer Architecture
Publication Status:
Prior Art Establishment & Academic Validation
License:
Academic research — Educational use unlimited
Academic Validation Dossier
IPO Field Computer v8.0
February 2026

© Marcel Mulder (52%), Ellen Bos (24%), Paola dal Bianca (24%)