Manuscript IV@1 · IV.tex · section · 351cb2d7

Classical map and quantum object

Cutoff ledger: Model 3 › Classical map and quantum object · lines 3637–3667

Object	Definition and status
First vacuum coefficient	$k = 0$ .
Classical map used	The specified $R^{NW}_{t_{0}}$ , with nonzero constraint-compatible trace-reversed initial data.
Comparison map	$R^{C}_{t_{0}}$ ; the actual data comparison gives $R^{NW} Q - R^{C} Q = K ξ$ , not equality.
Classical agreement	Linearized curvatures and compact conserved-current pairings agree for the two maps.
Hilbert space	Scalar Fock space only.
Unregulated object	The metric-valued sesquilinear form on algebraic Schwartz Fock vectors.
Normal ordering	Minimal vacuum-normal-ordered massive scalar stress, with no unspecified improvement term.