Inferential Time Theory: Deriving Temporal Interpretation from Relational Organization

Contemporary physics and philosophy offer no shortage of positions on the status of time — as illusory, as thermodynamically derived, as recovered from a timeless canonical equation, or as ontologically fundamental — yet each addresses whether time is real or basic rather than when, and under what conditions, any system comes to interpret change as temporally ordered. This gap persists even within research programmes that already treat relational structure, rather than substance or a background temporal parameter, as fundamental. The present paper addresses this gap by introducing the Inferential Time Theory (ITT), a foundational theory specifying the conditions under which relational organization — the joint, context-relative description of a configuration’s coherent and excited character established by the Theory of Relational Change (TRC), itself built upon the ontology of Relational Change (RC) — becomes available to a further system as a temporal interpretation. ITT does not modify RC’s ontology or TRC’s explanatory vocabulary; it begins exactly where TRC’s own explanatory task ends. Employing conceptual theory construction, axiomatic dependency analysis, and comparative theoretical analysis rather than empirical methods, the paper develops ITT’s architecture as a sequential, non-optional chain — Relational Change, Relational Organization, Referential System, Inferential System, Temporal Interpretation, and Temporal Experience — in which each stage supplies a condition the next presupposes. Within the conceptual framework of ITT, Referential Admissibility Conditions and Inferential Admissibility Conditions are introduced as jointly necessary and sufficient conditions for temporal interpretation, with temporal experience specified as the narrower case in which interpretation feeds back into an interpreting system’s own ongoing organization. ITT is positioned relative to relativity, the thermal time hypothesis, emergent-time programmes in quantum gravity, block-universe ontologies, active inference, predictive processing, relational quantum mechanics, measurement theory, and chronobiology, and is shown to be conceptually orthogonal to, rather than competing with, each. The paper’s contribution is architectural and conceptual: an explanatory framework for temporal inference, not an empirical theory, a mathematical formalism, or a reinterpretation of existing physics.