Key result
Proposed mathematical framework outlines a conceptual design for global stability-modulating inputs in complex dynamical systems.
This document presents a conceptual, purely mathematical framework for global stability modulation in complex dynamical systems, explicitly disclaiming any biological or clinical application.
No clinical application supported; leaves open mathematical exploration of stability-modulating inputs.
This document presents a conceptual invention framework for the construction of a hypothetical global stability-modulating input to a complex dynamical system. The framework is purely mathematical and structural, independent of biology, chemistry, or physiology, and does not assert empirical efficacy, medical validity, or physical realizability. The proposed input is defined as an external potential-modifying agent designed to reduce negative relational gradients across a system without requiring localization of instability. The framework describes how such an agent would be constructed in principle, using dynamical systems theory, potential fields, and global coupling assumptions. This work is intended as a design abstraction, not as proof, treatment, or a claim of real-world effectiveness.
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Tess Fries (2026) studied this question. The proposed mathematical framework outlines a conceptual design for a global stability-modulating input in complex dynamical systems without claiming empirical efficacy.
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