研究了在门德尔遗传定理和哈代-维恩伯格平衡假设下，三元家庭基因型数据的单体分型和单体型频率估计问题。
The problems of haplotyping and haplotype frequency estimation on trio genotype data under the Mendelian law of inheritance and the assumption of Hardy-Weinberg equilibrium are studied in this paper.
CA13， CA22位点的等位基因的频率较高，符合H-W遗传平衡定律，以此来估计群体的调查资料是可靠的。
The frequency of DXS15, CA13, CA22 locus conforms to Hardy-Weinberg equilibrium, insuring the reliability of their application to evaluate larger groups.
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