Paper 1: Mobley Functions

Category: theoretical Status: Pre-filesystem foundational work Implementation: infrastructure/harmony.py

Abstract

Mobley Functions are the foundational mathematical constructs underlying the MASCOM system’s harmonic architecture. These functions define the core mathematical operations that drive signal processing, resonance detection, and harmonic alignment across the system.

Theoretical Framework

Mobley Functions establish a family of special functions designed for AGI signal processing. They provide the mathematical substrate for:

• Harmonic frequency analysis and resonance detection
• Signal alignment across heterogeneous data streams
• Recursive self-similar function composition

Implementation Notes

The primary implementation lives in infrastructure/harmony.py, which operationalizes the Mobley Function family as callable components within the MASCOM orchestration layer.

Historical Context

This is one of the 13 original Mobley research papers that predate the MASCOM filesystem. All 13 foundational papers have live implementations deployed and running within the system. The paper was authored by John Mobley as part of the theoretical groundwork for the MASCOM AGI architecture.

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