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March 10, 20260 citationsOpen Access

Internality of Interaction and Framework-Relative Constraints on Formal Exteriority

ACAda Canım

Key Points

  • The main aim is to establish a set-theoretic theorem about interaction codes in a Grothendieck universe.
  • Developed formal results on interaction codes and their internality
  • Applied frameworks from various theoretical domains
  • Provided modeling remarks and interpretive synthesis
  • Examined implications within category theory and other mathematical frameworks
  • Identified key characteristics of interaction codes
  • Showed the relationship between interaction and formal frameworks
  • Demonstrated framework-relative conditional results

Abstract

This upload contains the author’s final preprint, prepared from the author’s earlier PDF draft after the source files became unavailable. The manuscript’s main formal result is a set-theoretic theorem on the internality of interaction codes in a Grothendieck universe. The remaining sections present framework-relative conditional results, modeling remarks, and interpretive synthesis in category theory, topos theory, proof theory, model theory, type theory, quantum logic, geometric and Lagrangian settings, and algorithmic information theory.

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Cite This Study

Ada Canım (2026) studied this question.

synapsesocial.com/papers/69af95b470916d39fea4d987https://doi.org/10.5281/zenodo.18912556
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