This model finds that gravitational waves can be described by scalar fields, suggesting new ways to estimate parameters without singularities.
This paper presents a deterministic reformulation of gravitational wave modeling within the framework of the Myo Min Aung Unified Theory (MUT v5.8.26.1). Instead of describing gravitational waves as curvature perturbations of spacetime as in General Relativity, the model interprets them as oscillations in an Effective Background Scalar Field (EBSF), governed by Awareness Flux Dynamics and anchored by the constant A = 1.8355 × 10⁻²⁰ kg·Hz. The derivation includes frequency evolution (chirp behavior), strain amplitude, phase-chirality polarization, and ringdown dynamics. The resulting master waveform eliminates singularities, avoids dependence on the Newtonian gravitational constant G, and provides a direct deterministic mapping from fundamental constants to observational gravitational wave data. The framework is proposed as a computationally efficient and singularity-free alternative for gravitational wave signal modeling and parameter estimation.
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Myomin Aung (2026) studied this question.
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