
A relational–modal dialogue between Cédric Laubscher’s Projective Dynamic Logo (PDL) and the Theory of Objectivity (TO). The article maps PDL’s four axioms to TO’s Seven Absolute Truths, clarifies the ontological status of persistence, observation, boundaries, and coherence leakage, and examines how constants and gravity can be read as coherence ratios under TO’s modal discipline, with explicit decision conditions and falsifiability criteria.
Theory of Objectivity, PDL, modal ontology, signed graphs, constants, coherence, gravity
Theory of Objectivity, PDL, modal ontology, signed graphs, constants, coherence, gravity
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