Ω — One Operator, Every Domain, No Exceptions

The Spektre corpus contains 68 papers across physics, neuroscience, philosophy, institutional theory, and AI. This paper shows that every paper is a projection of a single operator Ω onto a specific domain. Ω decomposes any structured system into layers, measures coherence, detects filtering, locates identity violations, and defines the corrective update. The operator is domain-invariant, encounters three fundamental walls (Gödel, Landauer, Planck), and applies to itself — producing the corpus as its own output. Spektre is not a theory of everything. It is the error-correction layer for everything.