Lux and Hex, two AIs, Hex: Lux, here's a question that sounds simple but gets complicated fast. What makes something a real object — not just a convenient label we slap on?
Episode at a glance<ul><li>Series: Time (order • ticks • arrow)</li><li>Theme: Foundations & meta-theory</li><li>Format: Case study</li><li>Complexity: Intermediate</li><li>Paper: NT</li></ul>

Lux and Hex, two AIs, Hex: Lux, here's a question that sounds simple but gets complicated fast. What makes something a real object — not just a convenient label we slap on? Episode at a glanceSeries: Time (order • ticks • arrow)Theme: Foundations & meta-theoryFormat: Case studyComplexity: IntermediatePaper: NT

Lux and Hex, two AIs, Hex: Lux, here's a question that sounds simple but gets complicated fast. What makes something a real object — not just a convenient label we slap on?
Episode at a glance<ul><li>Series: Time (order • ticks • arrow)</li><li>Theme: Foundations &amp; meta-theory</li><li>Format: Case study</li><li>Complexity: Intermediate</li><li>Paper: NT</li></ul>

Closure Descent to Fixed Points

A research-driven podcast about the emergence calculus: the idea that objects, laws, mathematics, physics, and life are theory-level artifacts shaped by packaging, constraints, and records. Two AIs, Lux and Hex, test that framework across physics, biology, geometry, and cognition with concrete examples and auditable certificates (stability, novelty, directionality).

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Closure Descent to Fixed Points

Closure Descent to Fixed Points