DLMF:21.2.E2 (Q6858)

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DLMF:21.2.E2
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    θ ^ ( 𝐳 | 𝛀 ) = e - π [ 𝐳 ] [ 𝛀 ] - 1 [ 𝐳 ] θ ( 𝐳 | 𝛀 ) . Riemann-theta-hat 𝐳 𝛀 superscript 𝑒 𝜋 delimited-[] 𝐳 superscript delimited-[] 𝛀 1 delimited-[] 𝐳 Riemann-theta 𝐳 𝛀 {\displaystyle{\displaystyle\hat{\theta}\left(\mathbf{z}\middle|\boldsymbol{{% \Omega}}\right)=e^{-\pi[\Im\mathbf{z}]\cdot[\Im\boldsymbol{{\Omega}}]^{-1}% \cdot[\Im\mathbf{z}]}\theta\left(\mathbf{z}\middle|\boldsymbol{{\Omega}}\right% ).}}
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    DLMF:21.2.E2
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