Information for "Harmonic conjugate"

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Display titleHarmonic conjugate
Default sort keyHarmonic conjugate
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Page ID178698
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Page creatorimported>JTerm
Date of page creation23:00, 6 February 2024
Latest editorimported>JTerm
Date of latest edit23:00, 6 February 2024
Total number of edits1
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In mathematics, a real-valued function $ u(x,y) $ defined on a connected open set $ \Omega \subset \mathbb {R} ^{2} $ is said to have a conjugate (function) $ v(x,y) $ if and only if they are respectively the real and imaginary parts of a holomorphic function $ f(z) $ of the complex variable $ z:=x+iy...
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