Manuscript Em02-E@1 · Em02-E-v1.tex · section · f3795050

What scaling degree does and does not decide

Noncompact support and instantaneous singularities › What scaling degree does and does not decide · lines 1212–1224

For a distribution $t$ in $R^{n}$ , use

sd_{0} (t) = in f {ω : ϵ^{ω} t (ϵ \cdot) \to 0 in D^{'} as ϵ ↓ 0} .

The scaling-degree extension theorems apply after an actual distribution is defined away from the specified coincidence set BF (Theorems 5.2–5.3).

Displayed formulas in this passage

unlabeled · line 1215
$sd_{0} (t) = in f {ω : ϵ^{ω} t (ϵ \cdot) \to 0 in D^{'} as ϵ ↓ 0} .$