DLMF:36.10.E18 (Q9983)

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DLMF:36.10.E18
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    i Ψ ( H ) z = 2 Ψ ( H ) x y . 𝑖 partial-derivative hyperbolic-umbilic-canonical-integral 𝑧 hyperbolic-umbilic-canonical-integral 2 𝑥 𝑦 {\displaystyle{\displaystyle i\frac{\partial\Psi^{(\mathrm{H})}}{\partial z}=% \frac{{\partial}^{2}\Psi^{(\mathrm{H})}}{\partial x\partial y}.}}
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    DLMF:36.10.E18
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    Ψ ( H ) ( 𝐱 ) hyperbolic-umbilic-canonical-integral 𝐱 {\displaystyle{\displaystyle\Psi^{(\mathrm{H})}\left(\NVar{\mathbf{x}}\right)}}
    C36.S2.E5.m4acdec
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