What question did this study set out to answer?

The aim is to unify multiple coupling invariants into a coherent geometric framework known as silver geometry.

March 23, 2026Open Access

Silver Geometry: The Unified Framework of Coupling Invariants

Key Points

The aim is to unify multiple coupling invariants into a coherent geometric framework known as silver geometry.
Developed a curved surface in coupling space defined by specific mathematical criteria.
Analyzed four invariant types: bounds, orientation, history, and universality.
Derived the exact value of alpha from a consistent structure in tested domains.
Established that silver geometry preserves coupling information maximally.
Identified 1.920 as an exact value rather than an approximation.
Showed that the geometric framework applies across multiple fields of study.

Abstract

Unifies IE-001 through IE-004 into a complete geometric language: the silver geometry, a curved surface in (d,beta) coupling space defined by alpha(d,beta)=1.920. IE-001 defines bounds, IE-002 reveals orientation, IE-003 reads history, IE-004 proves universality. Silver geometry is the unique surface where coupling information is maximally preserved. 48/25=1.920 is exact not approximate, emerging from consistent mathematical structure across all tested domains. GCT Letters series capstone.

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James E. Dunn

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Silver Geometry: The Unified Framework of Coupling Invariants

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