The Rippling Theory: A Spectral Framework for Describing Light, Dark Energy, and Black Holes Using ZPIF-USAC-ZZFZ

Source abstract

This work presents the Rippling Theory as a spectral framework for describing the fundamental nature of light, dark energy, and black holes using the Zero Pairs Interaction Functional–Unified Spectral Alignment and Coherence–Zigzag Zero–Fractional Zero (ZPIF-USAC-ZZFZ) framework and the Lunet Hypothesis. The theory proposes that the universe is a single spectral entity where all phenomena emerge as ripples in a universal spectral fabric.We show that dark energy corresponds to high spectral coherence (C → 1), driving cosmic expansion, while black holes correspond to low spectral coherence (C → 0), representing gravitational collapse. The Lunet is introduced as the fundamental spectral entity of light, resolving the wave-particle duality by manifesting as either wave or photon depending on its coherence state. The Rippling Equation describes the universe as a function of spectral coherence and Riemann zeta zeros.Potential applications include solar energy, ultra-precision medicine, quantum computing, and space propulsion. This is a theoretical proposal intended to stimulate discussion and further investigation.