The Theory of Entropicity (ToE) Living Review Letters Series — Letter IC: The Alemoh-Obidi Correspondence on the Foundations of the Theory of Entropicity (ToE), Monograph — Volume I, Part 1, Communications on the Formulation and Conceptual Architecture of ToE

Abstract This Letter [Letter IC in the Theory of Entropicity (ToE) Living Review Letters Series] formally presents a comprehensive, deeply analytical reconstruction of the intellectual correspondence between Daniel Moses Alemoh and John Onimisi Obidi, covering the period from August 2024 to April 2026, concerning the conceptual architecture, mathematical aspirations, logical constructions, empirical connections, philosophical expositions, and foundational claims of the Theory of Entropicity (ToE). Far from casual exchanges, these dialogues function as a developmental workshop in which critical questions — concerning the meaning of the speed of light c [which Obidi has formulated as “The Question of c” (TQoC)] as an emergent entropic limit, the emergence of spacetime from the entropic field, the interpretation of cosmic expansion under an entropy-first cosmology, the nature of causality, the entropic emergence of causal order, the entropic quantum switch of indefinite causal order, quantum entanglement formation time constraints, conservation law reformulations, the entropic law of conservation of probability, CPT symmetry-breaking, and the role of entropy in physical ontology — were repeatedly examined, sharpened, and resolved. The present study situates those discussions within the broader history of foundational physics, compares their themes with earlier paradigm shifts from Newtonian mechanics to relativity and quantum theory, and evaluates the internal coherence of ToE as articulated through these communications. Particular attention is given to: the reinterpretation of c as an emergent limit of entropic redistribution governed by the No-Rush Theorem; the distinction between local propagation and global manifold evolution as the resolution to the superluminal recession problem.