The_Morrison_Identity_Field_Transform__MIFT_

This work introduces the Morrison Identity Field Transform (MIFT), the first operator that simul- taneously incorporates state dynamics, evolving law configurations, and ontology configurations into a unified Hilbert–space representation. The transform arises naturally from the Codex Mathematical Core (C13–C27), linking identity fields, resonance operators, boundary reconstruction, and mixed (Ω, L) geometry. MIFT is shown to be a bounded linear operator under mild analytic conditions. It serves as the canonical analysis operator of the Codex framework.