What is TRQC?
A structural account of collapse, observers, and classical emergence — where classicality is locally gated, not universally assumed.
Three Foundational Ideas
Events and Gating
TRQC begins with a nonempty set of events, an ordering (structural time), an influence relation, and a primitive adjacency relation that defines locality. A real collapse field lives on events. Classicality is gated to a projection domain defined by three conditions: local time validity, sufficient collapse roughness, and bounded structural shear. No background geometry is assumed at the base layer.
Structural Aging
Observers are modeled as influence-forward chains through the event network. The elapsed "time" an observer experiences is defined as the accumulated change in structural time along the chain. In the continuum regime, differences in observer alignment with the structural-time gradient produce differential aging behavior — a structural analog of relativistic time dilation.
Lorentzian Regime I
A Lorentzian regime describes TRQC on an effective spacetime manifold using covariant fields: a collapse field, a structural-time field, and an observer field. The collapse-active region is where structural time is timelike and the projection domain conditions hold. Within those regions, the theory provides a concrete bridge to relativistic language while keeping classicality explicitly local and conditional.