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MathML

\begin{aligned} ψ (A (\bar{x} + 1)_{1}, A (\bar{x})_{1}) & = \exp {(l_{1}^{(2)} - l_{1}^{(1)}) \hat{β}} \\ ψ (A (\bar{x} + 1)_{2}, A (\bar{x})_{2}) & = \exp {(l_{2}^{(2)} - l_{2}^{(1)}) \hat{β}} \\ ⋮ \\ ψ (A (\bar{x} + 1)_{a}, A (\bar{x})_{a}) & = \exp {(l_{a}^{(2)} - l_{a}^{(1)}) \hat{β}} \end{aligned}

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Math as LaTeX Source

\begin{align*} \psi (A(\overline{x}+1)_1,A(\overline{x})_1) & = \exp \left\{ \left(\mb{l}^{(2)}_1 - \mb{l}^{(1)}_1\right)\widehat{\bbeta } \right\} \\ \psi (A(\overline{x}+1)_2,A(\overline{x})_2) & = \exp \left\{ \left(\mb{l}^{(2)}_2 - \mb{l}^{(1)}_2\right)\widehat{\bbeta }\right\} \\ & \vdots & \\ \psi (A(\overline{x}+1)_ a,A(\overline{x})_ a) & = \exp \left\{ \left(\mb{l}^{(2)}_ a - \mb{l}^{(1)}_ a\right)\widehat{\bbeta }\right\} \end{align*}