The mutual information between a female genotypes and its descendant genotypes in mating of whole homologous phenotypes

The paper studied some questions about a population that was always forced a mating of whole homologous phenotypes at the beginning of a Hardy-Weinberg equilibrium state. The joint probability distribution between a female genotypes and its descendant genotypes was deduced on the population; its descendant genotypic conditional entropy gradually reduced when a female genotypes could be known; the mutual information between a female genotypes and its descendant genotypes would gradually reduce after enough generations and tend to be a definite vaule-plnp-qlnq, and the population could reach a non-equilibrium steady state out of Hardy-Weinberg equilibrium state. The mathematical simulation results illustrated the correctness of the obtained conclusions.