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Felix Hilsky
masterthesis
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9dcac01e
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9dcac01e
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Jan 19, 2022
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Felix Hilsky
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make list a list
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notes/papernotes/q4OrientiationEquivalence.md
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@@ 171,6 +171,7 @@ Let $`Q ∈ W^{1,p}(Ω, 𝒬), 1 ≤ p ≤ ∞`$ be nonorientable. Then there e
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@@ 171,6 +171,7 @@ Let $`Q ∈ W^{1,p}(Ω, 𝒬), 1 ≤ p ≤ ∞`$ be nonorientable. Then there e
*Proof of Lemma 2*
: obvious, given Proposition 4
*Proof of Lemma 2*
: obvious, given Proposition 4
## Energy functionals
## Energy functionals

specific energy functionals are regarded (p. 11/503) because they were looked at before and OseenFrank was successful for them

specific energy functionals are regarded (p. 11/503) because they were looked at before and OseenFrank was successful for them

conversion between energy functionals possible

conversion between energy functionals possible
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