Alternative Equation Formats

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MathML

\begin{array}{lclcl} μ & = & g^{- 1} (η) & = & g^{- 1} (x \hat{β}) \\ μ_{z} & = & g_{z}^{- 1} (η_{z}) & = & g_{z}^{- 1} (z \hat{γ}) \\ v_{1} & = & (\frac{d μ}{d η})^{2} x {\hat{V}}_{β, β} x^{'} \\ v_{2} & = & (\frac{d μ_{z}}{d η_{z}})^{2} z {\hat{V}}_{γ, γ} z^{'} \\ v_{12} & = & - (\frac{d μ}{d η}) (\frac{d μ_{z}}{d η_{z}}) x {\hat{V}}_{β, γ} z^{'} \end{array}

Math Rendered as SVG

Math as LaTeX Source

\[ \begin{array}{lclcl} \mu & = & g^{-1}(\eta ) & = & g^{-1}(\mb{x}\hat{\bbeta }) \\ \mu _ z & = & g^{-1}_ z(\eta _ z) & = & g^{-1}_ z(\mb{z}\hat{\bgamma }) \\ v_1 & = & (\frac{\mathrm{d}\mu }{\mathrm{d}\eta })^2 \mb{x}\hat{\mb{V}}_{\bbeta ,\bbeta }\mb{x}'\\ v_2 & = & (\frac{\mathrm{d}\mu _ z}{\mathrm{d}\eta _ z})^2 \mb{z}\hat{\mb{V}}_{\bgamma ,\bgamma }\mb{z}'\\ v_{12} & = & -(\frac{\mathrm{d}\mu }{\mathrm{d}\eta }) (\frac{\mathrm{d}\mu _ z}{\mathrm{d}\eta _ z}) \mb{x}\hat{\mb{V}}_{\bbeta ,\bgamma }\mb{z}'\\ \end{array} \]