Companion Note
Unified View of the Resonance Framework
A synthesis document explaining how the three components interact and their theoretical foundations.
When is the model unreliable? How should it adapt? How long should we trust it?
All components share a common signal: resonance (R) — the agreement between learned model predictions and physics-based priors.
R = exp(-||f_θ(x) - Φ(x)||² / σ²)
High R → Trust the model | Low R → Adapt, blend, or rebuild
When is the model unreliable? RBD detects distribution shift via model-physics resonance.
How should it adapt? HHA+MIT provides stress-based control with Adapt/Freeze/Rebuild decisions.
How long to trust predictions? ARH+DH adapts evaluation horizons and discriminates noise from drift.
Unified View of the Resonance Framework
A synthesis document explaining how the three components interact and their theoretical foundations.
Distribution Shift Detection via Model-Physics Agreement
R-weighted blending between model and physics predictions. When model and physics disagree, trust physics. When they agree, trust the model. Wrong physics gracefully degrades to baseline.
Stress-Based Adaptation with Adapt/Freeze/Rebuild Taxonomy
An agent that regulates learning via stress signals. HHA provides continuous control, MIT elevates stress into discrete epistemic decisions with 100% noise specificity.
Temporal Dynamics of World Model Evaluation
ARH adapts evaluation horizons based on confidence. DualHorizon discriminates noise from drift using sign structure analysis, validated on 25 real-world TCPD datasets.
# Central entry point
git clone https://github.com/TheCause/resonance-framework.git
# Individual components
git clone https://github.com/TheCause/resonance-based-detection.git # RBD
git clone https://github.com/TheCause/homeostatic-hamiltonian-agent.git # HHA+MIT
git clone https://github.com/TheCause/temporal-evaluation-framework.git # ARH+DH
# Run benchmarks (example: HHA+MIT)
cd homeostatic-hamiltonian-agent
pip install -r requirements.txt
python run_all_benchmarks.py
All code is MIT licensed. Contributions welcome.
For questions about the research or collaboration opportunities: