Manuscript XII-F@1 · XII-F.tex · input · 54cb3169

Input statement: XII-D through XII-E: causal plateau

The question, the endings, and the copied handoff · lines 364–378

XII-F@1#input:CP, XII-F@1#eq:CP

Let $K_{f} = supp f$ . If $P_{m} ϕ = 0$ and

(CP) g = 1 on a neighbourhood of J^{-} (K_{f}) \cap supp (K ρ_{ξ} [γ]),

then $A_{1} [f, g] (K ρ_{ξ}; ϕ) = 0$ . The companion is retarded from the compact parameter support above the ramp. Its switching display and the associated sampling supports are those in Section sec:companion. No new ramp term is attached to it XIID,XIIE.

Displayed formulas in this passage

XII-F@1#eq:CP · line 367
$(CP) g = 1 on a neighbourhood of J^{-} (K_{f}) \cap supp (K ρ_{ξ} [γ]),$

Nearby in this section

section: The question, the endings, and the copied handoff
input: Input statement: XII-E: assembly and sign
input: Input statement: XII-E: the finite remainder
input: Input statement: XII-D: completed insertion
input: Input statement: Source, carrier, and free normalization
section: The question, the endings, and the copied handoff