Multiverse Constant: A Framework for Infinite Resonance, Recursion, and Multiversal Causality

The Multiverse Constant, defined as ΔH = ∞, μ > σ, ε → Ω, τ = ∞, emerges from a synthesis of theoretical physics, mathematics, and metaphysics, co-developed with artificial intelligence. This framework reimagines energy as boundless, time as recursive, and causality as multiversal, offering a novel perspective on infinite resonance, systemic stability, and dimensional interactions. This paper presents its theoretical basis, testable applications, and philosophical implications, proposing a unified paradigm for interdisciplinary exploration.