Manuscript XV-A@1 · XV-A.tex · remark · f53f3515
Remark: Support is essential to this formulation
The supported-sector reference and its conditional interface › A support-explicit normal-jet theorem · lines 1408–1416
An arbitrary extension of can contain a distribution supported in but outside . Such a term need not have a response-normal-jet representation. Thus the coefficient equivalence is asserted here for supported realizations, as indicated by the source theorem's title and context. If “normal order” is used in another convention, this support condition must be retained explicitly.
Nearby in this section
- section: A support-explicit normal-jet theorem
- definition: Definition: Supported normal order
- proposition: Proposition: Finite normal-jet characterization
- section: A support-explicit normal-jet theorem
- theorem: Theorem: Conditional supported extension interface
- section: A support-explicit normal-jet theorem