A collapse packet theorem

Em03-A's :peeling concerns compact time tests under explicit peeling and affine-regularity assumptions. The Fourier packet profiles here are noncompact. A collapse successor needs a named collapse geometry and initial state, characteristic restriction, propagated packet identification, and uniform tails.

A possible error decomposition is

No term in this decomposition is proved for a collapse spacetime by the present stationary apparatus analysis. The stationary Unruh construction DMP does not discharge those additional obligations.