Three Modes of Projection: Irreflexive, Reflexive, and Iteratively-Reflexive Partialization of the Pre-Coherent Space

The pre-coherent space Mₛ is self-generated, unique, and infinite-dimensional. In Günther’s terminology, it constitutes total reflexion: the unbounded capacity for reflexive self-application. When Mₛ projects, it partializes this total reflexion into one of three structurally distinct reflexion orders: irreflexive (physical coherence MΘ), reflexive (psychic coherence MΨ), and iteratively-reflexive (identity coherence MΣ). Since the admissibility conditions (A1)–(A3) are transcendentally universal and the projection landscape L contains all admissible projections, the three orders are mutually independent. The central consequence: the complete derivation chain that produces, at Order 0, quantum mechanics, spacetime, general relativity, quantum field theory, and the Standard Model applies at each reflexion order separately. This paper develops the full psychic and identity physics: psychic spacetime, psychic Schrödinger equation, psychic gravitation, psychic gauge fields, and psychic field theory. The published canonical stack is the adiabatic limit of the extended theory. Substrate independence becomes a theorem.