Summary: This research introduces a novel conceptual framework for plasma confinement stability, derived from the Triadic Recursive Operator (TRO). The paper proposes that sustained fusion confinement may be achieved through intrinsic topological phase-coherence, rather than relying exclusively on energy-intensive external active feedback control. Key Technical Propositions: Dual-Domain Coupling: The framework formalizes the interaction between configuration space (field geometry) and momentum space (particle velocity distributions) as a contractive recursive system. Topological Noise Cancellation: The model predicts that engineering magnetic field geometry to induce a Möbius-like half-phase inversion in the coupling cycle can force the destructive interference of drift-wave perturbations. Threading Dynamics: Visual and mathematical analysis of the convergence sequence demonstrates that the system naturally navigates toward stable, irrational winding-number neighborhoods (KAM-stable zones), minimizing residence time in unstable rational resonance bands. Actionable Roadmap: The paper outlines a three-phase computational validation strategy, specifically targeting the use of existing tools (BOUT++, GENE, STELLOPT) to test the feasibility of Möbius-phase field configurations in stellarator designs. Significance: This framework offers a unified geometric language for stability that bridges plasma physics, nonlinear attractor mathematics, and dynamical systems theory. It provides a falsifiable hypothesis for achieving intrinsic stabilization in toroidal fusion devices, potentially offering a pathway to reduce active feedback overhead and improve effective fusion gain (Q). Data and Code Availability: All TRO recursion code, convergence sequence datasets, and the source manuscript are included in this repository. The author invites collaboration with computational physics groups for numerical validation and experimental design.
Andi Nowack (Fri,) studied this question.