Institute of Plant Breeding, Seed Science, and Population Genetics, University of Hohenheim, 70599 Stuttgart, Germany.
Theor Appl Genet. 2010 Jan;120(2):311-9. doi: 10.1007/s00122-009-1193-0. Epub 2009 Nov 13.
The variation of the parental genome contribution (PGC) and its relationship with the genetic architecture of heterosis have received little attention. Our objectives were to (1) derive formulas for the variance of PGC in selfing, backcross (BC) or intermated generations produced from biparental crosses of homozygous parents, (2) investigate the correlation [Formula: see text] of the PGC [Formula: see text] estimated by a set M of markers, with Z (2) (half the trait difference between each pair of BC progenies) in the Design III, and (3) interpret experimental results on this correlation with regard to the genetic basis of heterosis. Under all mating systems, the variance of PGC is smaller in species with a larger number and more uniform length of chromosomes. It decreases with intermating and backcrossing but increases under selfing. The ratio of variances of PGC in F(1)DH (double haploids), F(2) and BC(1) populations is 4:2:1, but it is smaller in advanced selfing generations than expected for quantitative traits. Thus, altering the PGC by marker-assisted selection for the genetic background is more promising (i) in species with a smaller number and/or shorter chromosomes and (ii) in F(2) than in progenies of later selfing generations. The correlation [Formula: see text] depends on the linkage relationships between M and the QTL influencing Z(2) as well as the augmented dominance effects [Formula: see text] of the QTL, which include dominance and additive x additive effects with the genetic background, and sum up to mid-parent heterosis. From estimates of [Formula: see text] as well as QTL studies, we conclude that heterosis for grain yield in maize is caused by the action of numerous QTL distributed across the entire genome with positive [Formula: see text] effects.
亲本组贡献(PGC)的变化及其与杂种优势的遗传结构的关系尚未得到充分关注。我们的目标是:(1)推导出自交、回交(BC)或由纯合亲本的双杂交产生的互交后代中 PGC 方差的公式;(2)研究设计 III 中标记集合 M 估计的 PGC[Formula: see text]与 Z(2)(每个 BC 后代对之间性状差异的一半)之间的相关性[Formula: see text];(3)根据杂种优势的遗传基础来解释该相关性的实验结果。在所有交配系统下,染色体数量较多且长度较为均匀的物种中 PGC 的方差较小。它随互交和回交而减少,但自交时增加。F1DH(双单倍体)、F2 和 BC1 群体中 PGC 方差的比值为 4:2:1,但在自交后代的高级世代中,该比值比数量性状预期的要小。因此,通过标记辅助选择改变 PGC 以适应遗传背景在以下方面更有前景:(i)在染色体数量较少和/或较短的物种中;(ii)在 F2 中比在自交后代的后期世代中。相关性[Formula: see text]取决于 M 与影响 Z(2)的 QTL 之间的连锁关系以及增强的显性效应[Formula: see text]的 QTL,这些效应包括与遗传背景有关的显性和加性 x 加性效应,总和为中亲杂种优势。从[Formula: see text]的估计以及 QTL 研究中,我们得出结论,玉米粒产量杂种优势是由分布在整个基因组中的众多 QTL 引起的,这些 QTL 具有正的[Formula: see text]效应。