Manuscript X-A-conv-ST@1 · X-A-conv-ST.tex · section · 8ca47088

Classical smoothing and the actual dependence region

Support, kernels, and the source-specific chart certificate › Classical smoothing and the actual dependence region · lines 1184–1199

X-A-conv-ST@1#eq:Qepsilon

Let

K_{f} = supp f, D_{f} = J_{η}^{-} (K_{f}) \cap M_{8}, B_{ε} = {v : ∣ v ∣_{E} \leq ε},

and

Q_{ε} = supp g \cap (D_{f} + B_{ε}) .

These sets are compact.

Displayed formulas in this passage

X-A-conv-ST@1#eq:Qepsilon · line 1193
$Q_{ε} = supp g \cap (D_{f} + B_{ε}) .$
unlabeled · line 1187
$K_{f} = supp f, D_{f} = J_{η}^{-} (K_{f}) \cap M_{8}, B_{ε} = {v : ∣ v ∣_{E} \leq ε},$