Manuscript XVI-H@1 · XVI-H.tex · section · af895076

Root and root-kernel input

Setting and inherited interfaces › Root and root-kernel input · lines 487–507

XVI-H@1#eq:Oset

Choose an admissible fixed collar

ϑ \in C_{c}^{\infty} ((- δ, T + δ)), ϑ = 1 near [0, T], δ > 0.

Write

K_{f} = supp f, C_{δ} = J^{-} (K_{f}) \cap {t \geq - δ},

and

O_{f, g} = K_{f} \cup (supp g \cap J^{-} (K_{f})) .

Displayed formulas in this passage

XVI-H@1#eq:Oset · line 502
$O_{f, g} = K_{f} \cup (supp g \cap J^{-} (K_{f})) .$
unlabeled · line 490
$ϑ \in C_{c}^{\infty} ((- δ, T + δ)), ϑ = 1 near [0, T], δ > 0.$
unlabeled · line 497
$K_{f} = supp f, C_{δ} = J^{-} (K_{f}) \cap {t \geq - δ},$