Title TDH–ToV.roi v4.0: Theory of Verses Extended with the Causation–Kozan Realization Framework Version v4.0 Publishing Date 2026-05-19 Authors Hau Dinh Thai (Other name: (Thomas) H. D. Thai,, pen-names: Thoriel–TDH, or TDH) Affiliation: Independent Researcher Scientific Collaborator ChatGPT Description (Abstract) This version introduces the TDH–CIT Realization Framework, providinga formal mechanism for interaction between the I-Verse and T-Versethrough Causation–Kozan coupling. References: The Theory of Verses (TDH–ToV.roi) presents a unified conceptual framework for modeling reality as a system of interconnected “Verses,” each defined by internal coherence, interaction structures, and governing principles. The framework is organized into four foundational layers:(1) Structural definitions of Verses,(2) Dynamic interaction and evolution,(3) Regulatory mechanisms governing stability and survivability,and (4) Meta-observational systems describing perception and epistemic boundaries. The theory introduces key principles including Harmony–Counter-Harmony, Chaos–Counter-Chaos regulation, and observer–Verse coupling, enabling a consistent cross-domain representation of physical, biological, cognitive, and artificial systems. This Version 1.0 is a foundational constitutional release emphasizing conceptual clarity, pedagogical completeness, and extensibility for future mathematical formalization, computational modeling, and empirical validation. Keywords Causation Kozan CIT-Verse (Combined Intagible & Tangible Verse) I-Verse (Intangible Verse) T-Verse (Tangible Verse) Hybrid Systems References: Theory of Verses Multi-domain Systems System Coherence Emergence Harmony and Chaos Observer Theory Artificial Intelligence Complex Systems Additional Data main.tex README.txt Notes Version 1.0 : Foundation Version 4 .0 : Improved Version This work (Version 4.0) represents an evolution of the Version 1.0 This work (Version 1.0) represents the foundational Version 1.0 release of the Theory of Verses (TDH–ToV.roi). Future versions will include mathematical formalization, simulation frameworks, and domain-specific applications.
Thais Thomas (Tue,) studied this question.