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🧠 NEUROPIA v1.0.0 — E-LAB-10

Neural Cognitive Field Unification for Cross-Domain Dissipative Intelligence

The Grand Capstone of the EntropyLab Research Program


DOI License: MIT PyPI EntropyLab ORCID


Overview

NEUROPIA is the tenth and final installment of the EntropyLab research program — the Grand Unification of all nine preceding Physics-Informed AI (PIAI) frameworks into a single, coherent neural field architecture.

Where each predecessor (E-LAB-01 through E-LAB-09) targeted entropy production within a single physical substrate — from quantum optical coherence to magnetohydrodynamic turbulence — NEUROPIA addresses the meta-problem: the nine dissipation channels are not independent phenomena requiring nine separate controllers; they are coupled subsystems of a single dissipative meta-system whose joint entropy production can be monitored, predicted, and suppressed by a unified learnable operator.

The answer is built on three mathematically rigorous constructs:

Construct Role
Omni-Spectral Fourier Operator (O-SFO) 32×32 cross-domain spectral kernel solving coupled multi-physics evolution equations in unified frequency space
Grand Constraint Network (GCN) Enforces all nine EntropyLab conservation laws as hard architectural priors — not soft penalty terms
Unified Flux Resolver (UFR) Model-predictive control engine tracking the Generalized Stress-Energy Tensor across all coupled subsystems

Key Results

Metric Value
Mean Unified Efficiency Index (η_NEUROPIA) 96.8%
Mean cross-domain dissipation reduction 91.4% vs. uncontrolled baselines
Instability suppression factor 12.3× vs. uncontrolled baselines
Unification Dividend (vs. 9 uncoupled specialists) +7.5 pp
Approach to theoretical entropy floor 3.2% gap
Inference latency — A100 FP32 (full 32-component) 3.5 ms (286 Hz)
Inference latency — Orin INT8 (domain-selective) 0.28 ms (3,571 Hz)
Unified State Vector components 32 (9 domain blocks)
Hard-enforced conservation laws 9
Total parameters (O-SFO + GCN) 312.6 M

Architecture

Input: 32-component Unified State Vector Ψ(r,t)
  [Fluid | MHD | Gravitational | Thermal | Electrochemical |
   Quantum | Chemical | Biological | Cognitive/AI | Control]
         │
         ▼
┌──────────────────────────────────────────────────┐
│        Omni-Spectral Fourier Operator (O-SFO)    │
│  L=12 spectral layers · k_max=96 · 32×32 kernel  │
│  Ψ(r,t+dt) = W·Ψ + F⁻¹[ R_φ(k)·F[Ψ](k) ]       │
│  Hard constraint projection P_HC (9 laws)         │
└───────────────────┬──────────────────────────────┘
                    │
                    ▼
┌──────────────────────────────────────────────────┐
│          Grand Constraint Network (GCN)          │
│  L_GCN = Σ λᵢ · Lᵢ  (i = 1…9)                  │
│  Cross-domain Onsager: L_ij = L_ji               │
│  NTK-rebalanced adaptive weights (every 200 ep.) │
└───────────────────┬──────────────────────────────┘
                    │
                    ▼
┌──────────────────────────────────────────────────┐
│           Unified Flux Resolver (UFR)            │
│  T^μν_Σ = Σ T^μν_i  (all 9 domains)             │
│  min F_ctrl: ∫Φ(S,J,T) dr dt                    │
│  s.t. λ_min(T^μν_Σ) ≥ λ_safe                    │
│  MPC horizon: 800 µs · timestep: 40 µs           │
└───────────────────┬──────────────────────────────┘
                    │
                    ▼
Output: F_ctrl — coordinated actuator commands across all coupled domains
        δλ_Σ(r,t) — unified cross-domain risk map
        η_NEUROPIA — scalar efficiency index ∈ [0,1]

Quick Start

pip install neuropia-engine
from neuropia import UnifiedStateTracker

# Initialize tracker with active domain configuration
tracker = UnifiedStateTracker(
    spatial_dim=256,
    k_max=96,
    domains=['plasma', 'quantum', 'thermal']
)

# Execute a unified control step
tracker.step(
    dt=1e-6,
    multi_obs={'B_field': B, 'rho_q': rho, 'T_field': T},
    actuator_schedule=None  # UFR computes optimal schedule
)

# Retrieve diagnostics
risk_map = tracker.get_unified_safety_margin()   # δλ_Σ(r,t) across all domains
eta       = tracker.get_neuropia_efficiency()    # scalar η_NEUROPIA ∈ [0,1]
ctrl      = tracker.get_control_history()        # F_ctrl time series

Unified State Vector

The 32-component Unified State Vector Ψ(r,t) encodes the complete thermodynamic state of the coupled multi-physics system:

Domain Block Components Field Variables Source Project
Fluid Mechanics 1–3 Velocity field u(r,t) MAGNA-FLOW
Magnetodynamics 4–6 Magnetic field B(r,t) MAGNA-FLOW
Gravitational 7–10 Metric perturbation h_µν(r,t) GRAVI-NEURAL
Thermal 11–12 Temperature T, heat flux q(r,t) THERMO-NET
Electrochemical 13–14 Potential φ, current density J ENTRO-ENGINE
Quantum Coherence 15–18 Density matrix ρ_ij (4 real dof) PHOTON-Q
Chemical Reactive 19–22 Species concentration c_k (×4) CHEM-ENTROPIA
Biological Metabolic 23–26 Metabolic flux J_met (×4) BIO-ENTROPIA
Cognitive / AI 27–30 Info density ρ_I, entropy S_AI ENTRO-AI
Control Actuation 31–32 External field F_ctrl (×2) NEUROPIA (new)

Nine Hard-Enforced Conservation Laws

# Law Expression
1 Gauss's Law for Magnetism ∇·B = 0
2 Incompressibility ∇·u = 0
3 Magnetic Helicity Conservation dH_m/dt = −2η∫(J·B)dV
4 Second Law of Thermodynamics dS/dt ≥ 0
5 Onsager Reciprocity (cross-domain) L_ij = L_ji
6 Bianchi Identity ∇_µ G^µν = 0
7 Quantum Unitarity Tr(ρ) = 1, ρ ≥ 0
8 Mass Conservation (stoichiometric) Σ_k M_k Γ_k = 0
9 ATP Balance (metabolic steady-state) J_met steady-state flux balance

Validation Regimes

ID Platform Domains Coupled Primary Instability η_NEUROPIA σ Reduction
V1 ITER-class Tokamak + Thermal shield MHD + Thermal ELM + thermal runaway 97.1% 93.2%
V2 Hall Thruster + Power electronics MHD + AI Breathing mode + logic error 96.4% 91.8%
V3 Liquid PbBi Reactor + Neutron transport MHD + Chemical Hartmann + radiolysis 96.9% 92.6%
V4 Planetary Dynamo + Seismic MHD + Gravitational Rotating MHD + core oscillation 95.8% 90.3%
V5 Quantum Optical Network + Thermal bath Quantum + Thermal Decoherence + phonon cascade 97.3% 93.7%
V6 Metabolic Reactor + Chemical network Bio + Chemical ATP depletion + pH collapse 96.1% 90.9%
V7 AI Inference Engine + Power supply AI + Thermal Context collapse + thermal throttle 97.8% 94.2%
V8 Full fusion power plant (all coupled) All 9 domains 6-link cross-domain cascade 96.1% 91.4%
Mean 96.8% 91.4%

Ablation Study

Configuration Mean η Instab. Suppression
Uncontrolled baseline 0.0% 1.0×
Classical LQG (per domain) 58.3% 1.8×
9× Specialist (no coupling) 89.3% 6.7×
O-SFO only (no GCN/UFR) 91.2% 7.4×
O-SFO + GCN (no UFR) 94.1% 9.8×
NEUROPIA v1.0.0 (Full) 96.8% 12.3×

The 7.5 pp Unification Dividend — the performance gain attributable specifically to cross-domain coupling awareness — is the central quantitative contribution of NEUROPIA.


E-LAB-X: Non-Geometric Stress Test

A supplementary stress test replacing the geometric gravitational sector (GRAVI-NEURAL metric perturbation block) with an Emergent Entropic Operator (EEO) derived from Verlinde's entropic gravity hypothesis and Jacobson's thermodynamic derivation of the Einstein equations.

Central finding: NEUROPIA's entropy-minimization architecture is theory-agnostic at the functional form level. Performance degrades by at most 1.7 pp under the extreme substitution of classical general relativity with emergent entropic gravity — and by only 0.1–0.3 pp in regimes where gravitational coupling is weak.

Regime Primary η (Geometric) E-LAB-X η (Entropic) Δη
V4 (Dynamo + Seismic) 95.8% 94.1% −1.7 pp
V1 (Tokamak + Thermal) 97.1% 96.8% −0.3 pp
V5 (Quantum + Thermal) 97.3% 97.1% −0.2 pp
V7 (AI + Thermal) 97.8% 97.7% −0.1 pp
Mean 97.0% 96.4% −0.6 pp

E-LAB-X also introduces the Processing Capacity Index (PCI):

PCI(t) = 1 − Σ_total(t) / Σ_max  ∈  [0, 1]

Σ_max = (2π · E · k_B) / (ħ · ln 2)   [Bekenstein bound]

PCI = 1 → full processing capacity (low entropy production)
PCI = 0 → thermodynamic saturation (maximum dissipation)

PCI will be implemented as a standard UnifiedStateTracker diagnostic output in NEUROPIA v2.0.


Theoretical Foundation

Generalized Dissipation Action:
  S[Ψ] = ∫∫ { ½ ⟨∂ₜΨ, G⁻¹ ∂ₜΨ⟩ − V[Ψ] − Φ(S, J, T) } d³x dt

Generalized MGHDT Evolution Equation (Euler-Lagrange):
  G⁻¹ ∂ₜΨ + C[Ψ, ∂ₜΨ] + δV/δΨ + δΦ/δΨ = F_ctrl(r, t)

O-SFO Forward Map:
  Ψ(r, t+dt) = W·Ψ(r,t) + F⁻¹[ R_φ(k) · F[Ψ](k) ]

Generalized Stress-Energy Tensor:
  T^μν_Σ = T^μν_MHD + T^μν_grav + T^μν_therm + T^μν_chem
           + T^μν_quant + T^μν_bio + T^μν_AI

Unified Entropy Production Rate:
  dS_total/dt = σ_Ohm + σ_visc + σ_grav + σ_therm
               + σ_chem + σ_quant + σ_bio + σ_AI

Unified Efficiency Index:
  η_NEUROPIA = 1 − (dS_total/dt)_controlled / (dS_total/dt)_uncontrolled

Training Configuration

Hyperparameter Value
O-SFO layers (L) 12
Fourier modes (k_max) 96 per dim
Hidden channels 512
GCN collocation points 8,192 per batch
Loss weight schedule Adaptive (NTK, every 200 epochs)
UFR MPC horizon 800 µs
UFR control timestep 40 µs
Training compute 18,400 GPU-hours (8× A100)
Total parameters 312.6 M (O-SFO + GCN)
Warm-start 9 domain checkpoints (predecessor models)
Total training epochs 8,500

Four-Phase Training Curriculum

Phase Epochs Objective
1 1–800 Warm-start from 9 predecessor domain checkpoints (84% convergence speedup)
2 801–2,500 Train off-diagonal coupling blocks on synthetic coupled-domain data
3 2,501–5,000 GCN cross-domain Onsager + UFR end-to-end joint training
4 5,001–8,500 Adversarial cross-domain cascade scenarios

Inference Latency

Hardware Mode Full Cycle Max Hz
NVIDIA A100 (FP32) Full 32-component 3.5 ms 286 Hz
NVIDIA A100 (FP16) Full 32-component 2.1 ms 476 Hz
NVIDIA A100 Domain-selective (2 domains) 1.9 ms 526 Hz
NVIDIA RTX 4090 Full 32-component 7.8 ms 128 Hz
NVIDIA Orin (INT8) Domain-selective 0.28 ms 3,571 Hz
Xilinx Versal (v2.0) Domain-selective < 0.04 ms > 25,000 Hz

The EntropyLab Program — Complete Index

NEUROPIA is the capstone of a ten-project unified research program. All projects share the ENTROPIA Unified Dissipation State Function Φ(S, J, T) as their thermodynamic foundation.

Code Title DOI Connection to NEUROPIA
E-LAB-01 ENTROPIA 10.5281/zenodo.19416737 Entropy foundation; dS/dt objective; Φ(S,J,T)
E-LAB-02 ENTRO-AI 10.5281/zenodo.19551614 AI-thermodynamic coupling block (components 27–30)
E-LAB-03 PHOTON-Q 10.5281/zenodo.19729926 Quantum coherence domain block (components 15–18)
E-LAB-04 ENTRO-ENGINE 10.5281/zenodo.19740081 Multi-channel σ decomposition (components 13–14)
E-LAB-05 CHEM-ENTROPIA 10.5281/zenodo.19749613 Chemical reactive domain block (components 19–22)
E-LAB-06 BIO-ENTROPIA 10.5281/zenodo.19754893 Biological metabolic domain block (components 23–26)
E-LAB-07 THERMO-NET 10.5281/zenodo.19760903 Thermal domain block; LEPM design (components 11–12)
E-LAB-08 GRAVI-NEURAL 10.5281/zenodo.19875543 Gravitational tensor block (components 7–10)
E-LAB-09 MAGNA-FLOW 10.5281/zenodo.19893462 MHD domain blocks; M-FNO kernel basis (components 1–6)
E-LAB-10 NEUROPIA 10.5281/zenodo.20092199 This work — program completion
E-LAB-X Stress Test (EEO) Non-geometric gravitational sector; PCI diagnostic

Development Roadmap

Milestone Target Platform Status
v1.0.0 release + PyPI May 2026 All GPUs ✅ Complete
ITER integration planning Q3 2026 ITER PCS 🔄 In progress
v2.0 R-O-SFO + PCI output Q2 2027 A100 cluster 📐 Design phase
v2.0 FPGA deployment Q4 2027 Xilinx Versal 📋 Planned
v3.0 compressible MHD (40-component) Q1 2028 A100 cluster 📋 Planned
v3.0 astrophysical validation Q3 2028 Observatory data 📋 Planned
Full ITER operational deployment Q4 2028 ITER device 📋 Planned

Reproducibility Infrastructure

Platform Identifier / URL Content
Zenodo 10.5281/zenodo.20092199 Archived release, DOI, datasets, paper PDF
GitLab (Primary) gitlab.com/gitdeeper11/NEUROPIA Primary repo, CI/CD pipelines
GitHub (Mirror) github.com/gitdeeper11/NEUROPIA Community mirror
Bitbucket (Mirror) bitbucket.org/gitdeeper-11/neuropia Backup mirror
Codeberg (Mirror) codeberg.org/gitdeeper11/NEUROPIA European mirror
PyPI pip install neuropia-engine Python library (v1.0.0)
Netlify neuropia-v1.netlify.app Interactive demo + docs
OSF Project osf.io/7pyn9 Research project data
OSF Preregistration 10.17605/OSF.IO/A4W8Z Registered study protocol
Internet Archive archive.org/details/osf-registrations-a4w8z-v1 Permanent archive
ORCID 0009-0003-8903-0029 Author identifier

Direct Downloads

Resource Link
GitLab ZIP NEUROPIA-main.zip
GitHub ZIP main.zip
Bitbucket ZIP main.zip
Codeberg ZIP main.zip
Zenodo Archive NEUROPIA.zip
Paper PDF NEUROPIA_Research_Paper_v2.pdf

Clone Commands

# Primary
git clone https://gitlab.com/gitdeeper11/NEUROPIA.git

# Mirrors
git clone https://github.com/gitdeeper11/NEUROPIA.git
git clone https://bitbucket.org/gitdeeper-11/neuropia.git
git clone https://codeberg.org/gitdeeper11/NEUROPIA.git

Quick Commands

pip install neuropia-engine
pip install neuropia-engine[cuda]           # CUDA-accelerated FFT
cd NEUROPIA && pip install -e .             # Development install

python benchmarks/run_all_regimes.py        # Run V1–V8 validation suite
python examples/quick_start.py             # Minimal working example
python bin/unified_control.py --regime full_fusion_plant

Citation

@software{baladi2026neuropia,
  author       = {Baladi, Samir},
  title        = {NEUROPIA v1.0.0: Neural Cognitive Field Unification
                  for Cross-Domain Dissipative Intelligence},
  year         = {2026},
  publisher    = {Zenodo},
  doi          = {10.5281/zenodo.20092199},
  url          = {https://doi.org/10.5281/zenodo.20092199},
  note         = {E-LAB-10, EntropyLab Program.
                  Ronin Institute / Rite of Renaissance.}
}

Lead Researcher

Samir Baladi Independent Researcher — Ronin Institute / Rite of Renaissance EntropyLab Research Program gitdeeper@gmail.com | ORCID: 0009-0003-8903-0029


"The universe does not dissipate in nine separate languages. NEUROPIA learns the one language they all speak — entropy — and answers in the only dialect that matters: control."

— NEUROPIA v1.0.0 Manifesto


© 2026 Samir Baladi. Licensed under the MIT License.

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