Alternative Equation Formats

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MathML

σ^2=Var^( ln(ORMH) )=h(nh11+nh22)(nh11 nh22)/nh22(hnh11 nh22/nh)2+ h[(nh11+nh22)(nh12 nh21)+(nh12+nh21)(nh11 nh22)]/nh22(hnh11 nh22/nh)(hnh12 nh21/nh)+ h(nh12+nh21)(nh12 nh21)/nh22(hnh12 nh21/nh)2

MathML rendered with MathJax

σ^2=Var^( ln(ORMH) )=h(nh11+nh22)(nh11 nh22)/nh22(hnh11 nh22/nh)2+ h[(nh11+nh22)(nh12 nh21)+(nh12+nh21)(nh11 nh22)]/nh22(hnh11 nh22/nh)(hnh12 nh21/nh)+ h(nh12+nh21)(nh12 nh21)/nh22(hnh12 nh21/nh)2

Math as LaTeX Source

\begin{eqnarray*} \hat{\sigma }^2 & = & \widehat{\mr{Var}}(~ \ln (\mathit{OR}_{\mi{MH}})~ ) \\[0.10in]& = & \frac{\sum _ h (n_{h11} + n_{h22}) (n_{h11} ~ n_{h22}) / n_ h^2}{2 \left( \sum _ h n_{h11} ~ n_{h22} / n_ h \right)^2} \\[0.10in]& & + ~ \frac{\sum _ h [ (n_{h11} + n_{h22})(n_{h12} ~ n_{h21}) + (n_{h12} + n_{h21})(n_{h11} ~ n_{h22}) ] / n_ h^2}{2 \left( \sum _ h n_{h11} ~ n_{h22} / n_ h \right) \left( \sum _ h n_{h12} ~ n_{h21} / n_ h \right)} \\[0.10in]& & + ~ \frac{\sum _ h (n_{h12} + n_{h21}) (n_{h12} ~ n_{h21}) / n_ h^2}{2 \left( \sum _ h n_{h12} ~ n_{h21} / n_ h \right)^2} \end{eqnarray*}