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Jul 1 at 16:50 comment added LSpice TeX note: usually | | work just fine as norm delimiters, but, every so often, TeX needs to know explicitly which is an opening delimiter and which is a closing delimiter. Note $|\operatorname{div}(A\nabla u)|$ |\operatorname{div}(A\nabla u)| versus $\lvert\operatorname{div}(A\nabla u)\rvert$ \lvert\operatorname{div}(A\nabla u)\rvert. I edited accordingly. (While I was there, I also changed $B(0, 2) \backslash B(0, 1)$ B(0, 2) \backslash B(0, 1) to $B(0, 2) \setminus B(0, 1)$ B(0, 2) \setminus B(0, 1).)
Jul 1 at 16:49 history edited LSpice CC BY-SA 4.0
`\setminus` and `||` -> `\lvert\rvert`
Jul 1 at 14:46 history edited HHN CC BY-SA 4.0
added 12 characters in body
Jul 1 at 14:30 comment added HHN Let me be a bit more precise: the function $u$ is equal to $Lx$ in $B_1$, to $0$ in $B_2^c$ and I'm interested in the quantity $|\operatorname{div}(A\nabla u)|(\overline{\mathcal A})$.
Jul 1 at 14:20 history asked HHN CC BY-SA 4.0