Griggs Resonance Bridge Theory

Abstract: Griggs Resonance Bridge Theory

The Griggs Resonance Bridge Theory (GRBT) presents a unified framework that addresses the quantum-classical transition through a scale-dependent mechanism. By introducing a scale parameter that mediates between quantum superpositions and classical outcomes, this theory naturally explains the emergence of a three- to four-dimensional ground state as energetically optimal for information organization. The framework establishes that transitions between dimensional states follow quantized patterns governed by Lucas number sequences and golden ratio scaling, with an approximately conserved energy-coherence product (E·C ≈ 0.262). GRBT resolves the quantum measurement problem by conceptualizing measurement as a continuous scale transition process characterized by a resonant frequency (ω₀ ≈ 3.636), which yields the Born rule without additional collapse postulates. Mathematical analysis demonstrates that the energy functional minimizes near n ≈ 3.5, providing a natural explanation for the predominance of three- to four-dimensional organizational structures observed across physical, biological, and social systems. Computational simulations and experimental validations confirm the theory's predictions regarding energy minimization, coherence decay, and quantized transitions. Beyond foundational physics, GRBT offers practical applications in quantum computing, organizational design, materials science, and complex adaptive systems, providing a robust bridge between quantum and classical descriptions with specific, testable predictions.