This mathematical contribution formalizes identity and outlines minimal axioms for structural constraints.
This paper is a pure mathematics contribution within Layer I of the Anti-Ruin Program. It formalizes identity as a primitive relational structure and isolates the minimalaxioms required for identity to act as a structural constraint. No interpretation, dynamics, or applications are introduced. The paper serves solely as a foundationalcomponent for subsequent formal developments.
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Swarup (2026) studied this question.
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