This note discusses a consistency requirement for structural coherence in the Paton System, indicating its theoretical implications.
This note states a consistency requirement within the Paton System framework. Because the Paton System describes admissibility as the governing condition for continuation in recursive systems, the framework itself must satisfy the same admissibility conditions it describes. If it did not, the theory would become self-contradictory and enter a recursive logical loop. The Recursive Consistency Requirement therefore ensures structural coherence within the Paton System architecture.
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Andrew John Paton (2026) studied this question.
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