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MathML

\begin{array}{ll} DF-GLS \approx M Z_{t} \Rightarrow 0.5 \frac{(J_{c} (1)^{2} - 1)}{{(\int_{0}^{1} J_{c} (r)^{2} d r)}^{1 / 2}} & for z_{t} = 1 \\ DF-GLS \approx M Z_{t} \Rightarrow 0.5 \frac{(V_{c, \bar{c}} (1)^{2} - 1)}{{(\int_{0}^{1} V_{c, \bar{c}} (r)^{2} d r)}^{1 / 2}} & for z_{t} = (1, t) \end{array}

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Math as LaTeX Source

\[ \begin{array}{ll} \text {DF-GLS} \approx MZ_ t \Rightarrow 0.5\frac{(J_ c(1)^2 -1)}{ \left(\int _0^1 J_ c(r)^2dr \right)^{1/2}} \quad & \text {for} \; z_ t =1\\ \text {DF-GLS} \approx MZ_ t \Rightarrow 0.5\frac{(V_{c,\bar{c}}(1)^2 -1)}{\left( \int _0^1 V_{c,\bar{c}}(r)^2dr \right)^{1/2}} \quad & \text {for}\; z_ t =(1,t) \end{array} \]