This paper presents the Coherent Convergence Continuum Theory (CCCT), a speculative but physically grounded framework describing how coherent wave-propagating and gradient-driven systems containing refractive gradients, convergent transport pathways, filamentary organization, energy concentration, and boundary-mediated compartmentalization may preferentially generate stable localized structures under sufficiently low turbulence. The work evolved from an initial geometry-centered hypothesis into a broader scientific framework unified by four core principles: coherence, convergence, concentration, and stable organization in nonlinear systems. Iterative synthetic simulations were conducted across three distinct physical analogs — atmospheric and caustic optical systems, simplified filamentary plasma-like systems, and gradient-driven prebiotic emergence environments. The paper introduces the Gradient-Coherence Stabilization Principle and is offered as a hypothesis-generating, experimentally testable foundation for future investigation.
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Justin McCaul (Thu,) studied this question.
synapsesocial.com/papers/69fd7fcdbfa21ec5bbf08601 — DOI: https://doi.org/10.5281/zenodo.20060025
Justin McCaul
Eastern Oklahoma State College
Eastern Oklahoma State College
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