Manuscript XVI-I@1 · XVI-I.tex · assumption · a7046a8d
Assumption: Additional supplied microlocal statements
Classical kernel, domains, and exact matching › The additional admission and root-cone premises · lines 446–474
XVI-I@1#input:cones, XVI-I@1#eq:tcone, XVI-I@1#eq:Bcone
The supplied XII-D admission excerpt applies to the kernel in Input input:kernel, with the same insertion, response normalization, preparation data, scalar slot, and source polarization. It gives
The root statement reproduced in the supplied XVI-I gives
The root represents a compact smooth root map:
in the distributional kernel sense.
For the separate trisolution consequence only, the inherited XI-G transport lemma is used in its stated compact-kernel quantifier: it transports component covectors in Minkowski frames, may move their base points, and restricts each surviving entry to a null or zero covector.
Displayed formulas in this passage
XVI-I@1#eq:tcone · line 452
XVI-I@1#eq:Bcone · line 457
unlabeled · line 464
Nearby in this section
- section: The additional admission and root-cone premises
- section: The additional admission and root-cone premises
- proposition: Proposition: Why the XII-D kernel is the matching kernel
- theorem: Theorem: Narrow classical admission
- corollary: Corollary: Compatibility with the frozen obstruction
- section: The additional admission and root-cone premises