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MathML

\begin{aligned} L = & \prod_{E} f_{Θ} (y) \prod_{E_{t}, t^{l} = τ^{l}} \frac{f_{Θ} (y)}{F_{Θ} (t^{r})} \prod_{E_{t}, t^{l} > τ^{l}} \frac{f_{Θ} (y)}{F_{Θ} (t^{r})} F_{Θ} (t^{l})^{\frac{1 - p}{p}} \\ \prod_{C} F_{Θ} (c^{l}) - F_{Θ} (c^{r}) \prod_{C_{t}, t^{l} = τ^{l}} \frac{F_{Θ} (c^{l}) - F_{Θ} (c^{r})}{F_{Θ} (t^{r})} \prod_{C_{t}, t^{l} > τ^{l}} \frac{F_{Θ} (c^{l}) - F_{Θ} (c^{r})}{F_{Θ} (t^{r})} F_{Θ} (t^{l})^{\frac{1 - p}{p}} \end{aligned}

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Math as LaTeX Source

\begin{align*} L = & {\displaystyle \prod _{E} f_\Theta (y)} {\displaystyle \prod _{E_ t, t^ l = \tau ^ l} \frac{f_\Theta (y)}{F_\Theta (t^ r)}} {\displaystyle \prod _{E_ t, t^ l > \tau ^ l} \frac{f_\Theta (y)}{F_\Theta (t^ r)} F_\Theta (t^ l)^{\frac{1-p}{p}}} \\ & {\displaystyle \prod _{C} F_\Theta (c^ l) - F_\Theta (c^ r)} {\displaystyle \prod _{C_ t, t^ l = \tau ^ l} \frac{F_\Theta (c^ l) - F_\Theta (c^ r)}{F_\Theta (t^ r)}} {\displaystyle \prod _{C_ t, t^ l > \tau ^ l} \frac{F_\Theta (c^ l) - F_\Theta (c^ r)}{F_\Theta (t^ r)} F_\Theta (t^ l)^{\frac{1-p}{p}}} \end{align*}