Mating for each newly emerging adult female genotype is sampled from a multinomial distribution with probabilities equal to the adult male population vector multiplied by \(\overline{\overline{\eta}}\), the genotype-specific male mating fitness. \(\overline{\overline{\eta}}\) corresponds to all female (rows) and male (columns) genotypes, to perform any type of assortative mating.
If there are no adult males, the unmated females experience one day of death, sampled from a binomial distribution parameterized by $$(1-\mu_{ad}) * \overline{\omega_f}$$, and remain unmated until tomorrow.

oneDay_mating_stochastic_Patch()