Manuscript Em01-C@3 · Em01-C-v3.tex · section · f0953702

Response-normal derivative

Explicit scalar cone asymptotics › Response-normal derivative · lines 1590–1600

For every $δ > 0$ , define

U_{δ} = δ_{D}^{'} (q) P_{δ} (q, v, ξ) .

This means $δ_{D}^{'} (q) \otimes 1$ multiplied by the smooth function $P_{δ}$ . Let $δ_{o}$ be the Dirac mass at $(q, v, ξ) = (0, 0, 0)$ , and put $κ = h / β$ .

Displayed formulas in this passage

unlabeled · line 1593
$U_{δ} = δ_{D}^{'} (q) P_{δ} (q, v, ξ) .$

Nearby in this section

theorem: Theorem: Scalar singular-plus-finite expansion
section: Response-normal derivative