Persistence, Platonic Form, and the Role of Consciousness: A Thermodynamic Reframing of Qualia
Study at a glance
AI-extracted from the abstract| Characteristics | Theoretical or philosophical paper |
|---|---|
| Key points | Argues that consciousness is a high-reversibility system that locally resists thermodynamic decay, that qualia are subjective signatures of persistent informational structures, and that abstract mathematical thought is a form of Platonic communion enabled by internal stabilization. Proposes that consciousness may be a necessary mechanism for hosting and transmitting otherwise nonviable forms, rather than a byproduct of evolution. |
Abstract
This essay proposes a new theoretical framework linking consciousness, entropy, and mathematical structure through the lens of Persistence Theory — a general model of structural survival in entropic systems. By interpreting consciousness as a high-reversibility (high-η) system embedded within a low-η, entropy-driven universe, we argue that conscious experience serves as a local resistance to thermodynamic decay. Qualia are reframed as the subjective signatures of persistent informational structures, while abstract mathematical thought is positioned as a form of Platonic communion enabled by internal stabilization. Using the Persistence Equation as a guiding filter, we explore how consciousness may not be a byproduct of evolution but a necessary mechanism through which otherwise nonviable forms are hosted and transmitted. This perspective offers new insight into the nature of mind, the selection of universes, and the continuity of structure across physical and conceptual realms.