This paper develops a constraint‑based ontology in which reality is understood as a single conscious field whose differentiated modes arise through limitation. Rather than beginning with substances or physical primitives, the framework treats constraint as the fundamental ontological category. Universal Consciousness is the non‑spatiotemporal ground structured by intelligibility; from it emerge the Imaginal Mode, where spacetime and meaning become partially articulated, and the Material Mode, where spacetime is fully established. The Imaginal Mode contains two strata: the Subjective Stratum, associated with personal memory, narrative, and intentionality, and the Collective Subjective Stratum, associated with shared symbols, archetypes, and cultural meaning. The system integrates insights from Mulla Sadra’s metaphysics, Husserlian phenomenology, Jungian psychoanalysis, Whiteheadian process philosophy, and contemporary analytic idealism, coordinating them through the single explanatory category of constraint. Individuation is explained not by composition but by local constraint, dissolving the combination problem faced by panpsychism and the interaction problem faced by dualism. Resolution names the directional tendency of constrained states to move toward greater coherence across modes and strata, reflecting convergent insights from classical and contemporary traditions. The framework is empirically constrained rather than empirically derived. Boundary cases—including psychedelic ego dissolution, phantom limb phenomena, terminal lucidity, and meditation‑induced alterations in self‑experience—are interpreted as shifts in constraint‑structure. Contemporary physics programs treating spacetime as emergent provide independent convergence with the metaphysical architecture proposed here. Overall, the system offers a unified account of consciousness, individuation, symbolic formation, and experiential coherence by treating constraint as the principle through which the conscious field becomes determinate across modes.
Ali Razaghi (Tue,) studied this question.