u_{l}\)):
$$
	%L_{eq}=&amp;\alpha*\lfloor R_{m} -1\rfloor
	%&amp;
	\mu_{l}=1-\Bigg( \frac{R_{m} * \mu_{ad}}{1/2 * \beta * (1-\mu_{m})} \Bigg)^{\frac{1}{T_{e}+T_{l}+T_{p}}}
$$
With these mortality processes, we are now able to calculate the larval population:
$$
	\overline{L_{[t]}}=
		\overline{L_{[t-1]}} * (1-\mu_{l}) * F(\overline{L_{[t-1]})}\\
		+\overline{O(T_{e})}* \theta_{e} \\
		%+\overline{\beta}* \theta_{e} * (\overline{\overline{Af_{(t-T_{e})}}} \circ \overline{\overline{\overline{Ih}}})\\
		- \ove