The Ontic Point from Which All Domains Follow

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Abstract

This work introduces a minimal ontic structure that captures structural validity conditions associated with recurrent stability constraints and coherence across domains. It provides a necessary axiomatic framework, encapsulated via category-theoretic and topological tools, yielding inspectable and composable interfaces. A strict separation is maintained between the ontic layer and the descriptive layer, preventing interpretative extension and semantic overreach. The framework is positioned as a neutral infrastructural basis for subsequent theories, methods, and applications, rather than a conclusive or closed theory.

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Topics & keywords

Keywords
  • Ontic
  • Extension (predicate logic)
  • Axiom
  • Point (geometry)
  • Coherence (philosophical gambling strategy)
  • Closed set
  • Term (time)
  • Stability (learning theory)
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