Paper 3: AGI Spinnors

Category: agi_theory Status: Pre-filesystem foundational work Implementation: agi/agi_being.py

Abstract

AGI Spinnors adapt the mathematical framework of spinors — objects from differential geometry and quantum mechanics that transform under rotations — to model the internal state space of AGI systems. Just as spinors require a 720-degree rotation to return to their original state, AGI Spinnors capture the non-trivial topology of cognitive state transitions.

Theoretical Framework

Spinor formalism applied to AGI provides:

• A representation of cognitive states that captures orientation and phase
• Non-commutative state transitions reflecting the order-dependence of cognitive operations
• Natural encoding of the double-cover structure of perception (the same observation can yield two distinct internal states)
• A geometric algebra for composing and transforming cognitive representations

Implementation Notes

The primary implementation lives in agi/agi_being.py, which uses spinor-inspired state representations for the AGI being’s internal cognitive architecture.

Historical Context

This is one of the 13 original Mobley research papers that predate the MASCOM filesystem. Connects Clifford algebra and spinor geometry to AGI state representation.

Pre-filesystem theoretical work — stub created 2026-03-09 from papers.db and context.db records.