ecomes apparent when we define the equation we use for the
computation of eggs laid at any given point in time:
$$\overline{O(T_x)} = \sum_{j=1}^{n} \Bigg( \bigg( (\beta*\overline{s} * \overline{ \overline{Af_{[t-T_x]}}}) * \overline{\overline{\overline{Ih}}} \bigg) * \Lambda  \Bigg)^{\top}_{ij}$$
In this equation, the matrix containing the number of mated adult females
(\(\overline{\overline{Af}}\)) is multiplied element-wise with each one of
the slices containing the eggs genotypes proportions expected fr