Magnetism and the Geometry of Coherence Memory

Key Points

Magnetism is framed as a geometry that preserves coherence and memory, rather than being a mere field.
The Aharonov-Bohm effect illustrates how magnetic phenomena reflect underlying coherence constraints and memory.
Using the vector potential A, this chapter reveals connections between magnetism, torsion, and phase memory.
This framework supports the Unified Vibrational Field Theory, indicating that the universe encodes experiences through shape and spin.

Abstract

This chapter reframes magnetism not as a passive field, but as a coherence-preserving geometry — one that stores and transmits modal survival through torsion, loops, and phase memory. Using the vector potential A as a central actor, we explore how magnetic effects are manifestations of deeper coherence constraints that remain long after charge has departed. From the Aharonov-Bohm effect to topological memory, magnetism is shown as the first intuitive anchor in a deeper vibrational field framework, revealing how the universe remembers through shape, strain, and spin. This chapter forms the first emotional and geometric lock-in point for the Unified Vibrational Field Theory (UVFT).

Magnetism and the Geometry of Coherence Memory

Key Points

Abstract

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