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Logos as Operator of Distinguishability: An Ontology of Dynamic Invariance
This paper offers a radical ontological solution to the problem of “the unreasonable effectiveness of mathematics” (Eugene Wigner), arguing that mathematics and physical reality represent two manifestations of a single principle—Logos as operator of distinguishability. Logos is interpreted not as word or law, but as a formal mechanism ensuring the stability of distinctions across time and under transformations
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