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多个连锁数量性状位点的多性状最优化选择
引用本文:唐国庆,李学伟. 多个连锁数量性状位点的多性状最优化选择[J]. 遗传学报, 2006, 33(3): 220-229
作者姓名:唐国庆  李学伟
作者单位:四川农业大学动物科技学院,雅安,625014
基金项目:This work was supported by the 10th Five Years Programs for Science and Technology Development of China (No. 2002BA514A-2-2).
摘    要:一种扩展的方法能够在多个世代对具有多个数量性状位点的多性状选择进行最优化。这种方法的基础是在目标雨数中用综合遗传值替代单个性状遗传值,并在整个规划期内最大化所有世代选择反应的加权和。利用多阶段系统优化控制理论,整个最优化问题通过一个向前和向后的迭代循环解决。用一个实际育种猪群的育种参数来评价该方法的选择效果,并和标准QTL选择和常规BLUP选择进行比较。结果表明,优化选择要优于标准QTL选择和常规BLUP选择。经济权重对优化选择的影响较明显,随着达100kg日龄赋予的经济权重的增加,优化选择的优势越明显。优化选择通过两种方式增加总选择反应:1)选择早期减少一部分QTL选择反应;2)对达100kgH龄给予更大的权重。选择后期优化累积贴现选择比优化终端选择给予达100kgH龄更大的权重。

关 键 词:最优化  基因辅助选择  数量性状位点
收稿时间:2005-04-04
修稿时间:2005-04-042005-07-11

Optimal Multiple Trait Selection for Multiple Linked Quantitative Trait Loci
TANG Guo-Qing,LI Xue-Wei. Optimal Multiple Trait Selection for Multiple Linked Quantitative Trait Loci[J]. Journal of Genetics and Genomics, 2006, 33(3): 220-229
Authors:TANG Guo-Qing  LI Xue-Wei
Abstract:A method was developed to optimize selection on multiple traits with multiple quantitative trait loci (QTLs) over multiple generations. The basis of the method was to replace in the objective function the gcnotypic value of a single trait with an aggregate genotypic value of multiple traits weighted by their corresponding economic weight, and to maximize the weighted sum of the selection response in the planning horizon. The optimization was formulated as a multiple stage optimal control problem and solved by a forward and backward iteration cycle. The practical utility of this method was illustrated in an example of pig breeding population, in which the number born alive (NBA) and days to 100 kg (D100) were used as parameters. The selection response of this method was compared with standard QTL selection and regular best linear unbiased prediction (BLUP) selection. Results showed that optimal selection achieved greater selection response than either standard QTL or regular BLUP selections. The influence of economic weight to optimal selection was significant, and the optimization was better as the economic weight of D100 increased. Optimal selection increased the total selection response by two ways: 1) it sacrificed some QTL responses during early generations and 2) it put more emphasis on D100. Optimal cumulative discounted selection gave more weight to D100 than optimal terminal selection in the longer generations.
Keywords:BLUP  optimization  gene-assisted selection  quantitative trait loci  BLUP
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