AIM Framework glossary
Self-Coupling Permanence Principle
Canonical definition
The Individual's coupling strength to their own prior Beliefs (κself) is architecturally guaranteed to be greater than zero at all times, because every act of memory recall feeds the Belief Register's own outputs back into the Decision Hub, through the Observer that reads the Belief Register, as undifferentiated evidence. κself is the minimum coupling strength from which all other coupling (interpersonal, institutional, cultural) is additive. Axiom-Derived Principle. Derived from Axiom 2 (Common-Currency Integration), Axiom 3 (Source Opacity), Axiom 4 (Confabulation), and Axiom 8 (Bayesian Belief Dynamics).
Explanation
You are never at zero. Even if you lived in complete isolation, with no media, no relationships, and no social contact of any kind, you would still be a coupled system, because you can remember having had thoughts. Every time you recall a thought you once had, that recall enters your brain's processing system as though it were new information. Your brain cannot tell the difference between "I am remembering something" and "I am observing something." So the recalled thought updates your Beliefs, making you slightly more certain of whatever you were already thinking. Other people, institutions, and media add coupling on top of this baseline, but the baseline is always there.
Epistemic status
Framework-Specific Principle.
Derivation
Chapter 14, Section 14.5; Chapter 15, Section 15.3; Chapter 14, Appendix 14A.7; Appendix A, Section A.5.6.
Related terms
- Source Opacity
- Common-Currency Integration
- Decision Hub
- Belief Register
- Self-Model
- Individual Confabulation Cascade
- Coupling Strength
- κ_self. Canonical reference: Chapter 14 (Quantum Epistemology)
- Section 14.5
- Chapter 15 (The Bayesian Self-Model)
- Fast-to-Slow Coupling (Appendix A.5.6). See Chapter 14 (Quantum Epistemology) for the canonical derivation