Commit 9e6877ec authored by Felix Hilsky's avatar Felix Hilsky
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question

parent 385d1854
......@@ -24,7 +24,7 @@ To use \cref{thm:sequentially_weak_density_of_smooth_manifold_maps} we need to s
If $Q ∈ Γ_{W^{1,p}}(𝒬^{𝕊'}M)$, \ie $Q$ is tangent to $M$ \ae,
then $n∈Γ_{W^{1,p}}(𝕊M)$ is a tangent \ae as well.
\textbf{Now again with formulas. Which is easier to comprehend?}
\textbf{Now again with formulas. Which is easier to comprehend?}\ask{Which one should I use?}
Let $ι ⫶ M \hookrightarrow^N$ be an isometric embedding as in \cref{sec:embedding_M}, $q ∈ [1, ∞]$. Let
\begin{align*}
Q_{(k)} &∈ W^{1,q}(M, 𝒬^{𝕊'}^N), & (k ∈ ℕ) \\
......
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