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- Weakly_harmonic_function abstract "In mathematics, a function is weakly harmonic in a domain if for all with compact support in and continuous second derivatives, where Δ is the Laplacian. This is the same notion as a weak derivative, however, a function can have a weak derivative and not be differentiable. In this case, we have the somewhat surprising result that a function is weakly harmonic if and only if it is harmonic. Thus weakly harmonic is actually equivalent to the seemingly stronger harmonic condition.".
- Weakly_harmonic_function wikiPageID "567883".
- Weakly_harmonic_function wikiPageRevisionID "546482015".
- Weakly_harmonic_function hasPhotoCollection Weakly_harmonic_function.
- Weakly_harmonic_function subject Category:Harmonic_functions.
- Weakly_harmonic_function type Abstraction100002137.
- Weakly_harmonic_function type Function113783816.
- Weakly_harmonic_function type HarmonicFunctions.
- Weakly_harmonic_function type MathematicalRelation113783581.
- Weakly_harmonic_function type Relation100031921.
- Weakly_harmonic_function comment "In mathematics, a function is weakly harmonic in a domain if for all with compact support in and continuous second derivatives, where Δ is the Laplacian. This is the same notion as a weak derivative, however, a function can have a weak derivative and not be differentiable. In this case, we have the somewhat surprising result that a function is weakly harmonic if and only if it is harmonic. Thus weakly harmonic is actually equivalent to the seemingly stronger harmonic condition.".
- Weakly_harmonic_function label "Weakly harmonic function".
- Weakly_harmonic_function sameAs m.02qw7t.
- Weakly_harmonic_function sameAs Q7977981.
- Weakly_harmonic_function sameAs Q7977981.
- Weakly_harmonic_function sameAs Weakly_harmonic_function.
- Weakly_harmonic_function wasDerivedFrom Weakly_harmonic_function?oldid=546482015.
- Weakly_harmonic_function isPrimaryTopicOf Weakly_harmonic_function.