计算品种直接和母系遗传分数及品种特定直接和母系杂合度的杂交数据

L. D. Vleck
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引用次数: 0

摘要

教学、研究和畜群育种应用可能需要计算品种添加剂对直接和母系遗传效应的贡献,以及与品种特异性直接和母系杂种优势效应相关的杂合性分数。这些系数可以从伪分子关系矩阵的前NB行中获得,其中前NB行表示品种对代表特定品种杂交的每个动物或群体的分数贡献。该表以表示纯品种的NB × NB单位矩阵开始。初始动物或代表性杂交必须是纯种或两种杂交。初始纯种的亲本用单位矩阵的对应列表示,初始双种杂交后代用单位矩阵的对应列表示。之后,使用通常的规则计算每个动物品种对应的NB列项。NB条目是预计由每个纯种贡献的基因的部分,对应于品种加性直接部分。与坝相对应的栏中的条目表示品种添加性母系分数。品种特异性直接杂合度系数是由与动物的父系和母系相关的两个NB的外积组成的NB × NB矩阵的条目。对角线的负和表示总直接杂合性。同样,由坝的父系和坝的母系相关列的外积所形成的NB × NB矩阵包含了品种特有的母系杂合系数。可以对这些步骤进行编程,以创建与数据合并的协变量。如果X表示所有独特品种杂交的这些系数,则可以对X使用MATLAB或SAS的行简化阶梯形函数来确定可加性品种直接和母系效应以及品种特异性直接和母系杂种优势效应的可估计函数
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Calculation of breed direct and maternal genetic fractions and breed specific direct and maternal heterozygosity for crossbreeding data
Teaching, research, and herd breeding applications may require calculation of breed additive contributions for direct and maternal genetic effects and fractions of heterozygosity associated with breed specific direct and maternal heterosis effects. These coefficients can be obtained from the first NB rows of a pseudo numerator relationship matrix where the first NB rows represent fractional contributions by breed to each animal or group representing a specific breed cross. The table begins with an NB x NB identity matrix representing pure breeds. Initial animals or representative crosses must be purebreds or two-breed crosses. Parents of initial purebreds are represented by the corresponding column and initial two-breed cross progeny by the two corresponding columns of the identity matrix. After that, usual rules are used to calculate the NB column entries corresponding to breeds for each animal. The NB entries are fractions of genes expected to be contributed by each of the pure breeds and correspond to the breed additive direct fractions. Entries in the column corresponding to the dam represent breed additive maternal fractions. Breed specific direct heterozygosity coefficients are entries of an NB x NB matrix formed by the outer product of the two NB by 1 columns associated with sire and dam of the animal. One minus sum of the diagonals represents total direct heterozygosity. Similarly, the NB x NB matrix formed by the outer product of columns associated with sire of dam and dam of dam contains breed specific maternal heterozygosity coefficients. These steps can be programmed to create covariates to merge with data. If X represents these coefficients for all unique breed crosses, then the reduced row echelon form function of MATLAB or SAS can be used on X to determine estimable functions of additive breed direct and maternal effects and breed specific direct and maternal heterosis effects
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