Joint modeling of additive and non-additive (genetic line) effects in multi-environment trials

被引:64
作者
Oakey, Helena
Verbyla, Arunas P.
Cullis, Brian R.
Wei, Xianming
Pitchford, Wayne S.
机构
[1] Univ Adelaide, Sch Agr Food & Wine, Glen Osmond, SA 5064, Australia
[2] NSW Dept Primary Ind, Wagga Wagga Agr Inst, PMB, Wagga Wagga, NSW 2650, Australia
[3] BSES Ltd, Mackay Cent Sugar Expt Stn, Mackay, Qld 4741, Australia
[4] Univ Adelaide, Sch Agr Food & Wine, Roseworthy, SA 5371, Australia
关键词
D O I
10.1007/s00122-007-0515-3
中图分类号
S3 [农学(农艺学)];
学科分类号
0901 ;
摘要
A statistical approach for the analysis of multi-environment trials (METs) is presented, in which selection of best performing lines, best parents, and best combination of parents can be determined. The genetic effect of a line is partitioned into additive, dominance and residual non-additive effects. The dominance effects are estimated through the incorporation of the dominance relationship matrix, which is presented under varying levels of inbreeding. A computationally efficient way of fitting dominance effects is presented which partitions dominance effects into between family dominance and within family dominance line effects. The overall approach is applicable to inbred lines, hybrid lines and other general population structures where pedigree information is available.
引用
收藏
页码:1319 / 1332
页数:14
相关论文
共 49 条
[31]  
KELLY A, 2007, IN PRESS CROP SCI
[32]   THEORY FOR MODELING MEANS AND COVARIANCES IN A 2-BREED POPULATION WITH DOMINANCE INHERITANCE [J].
LO, LL ;
FERNANDO, RL ;
CANTET, RJC ;
GROSSMAN, M .
THEORETICAL AND APPLIED GENETICS, 1995, 90 (01) :49-62
[33]   Potential biases of incomplete linear models in heritability estimation and breeding value prediction [J].
Lu, PX ;
Huber, DA ;
White, TL .
CANADIAN JOURNAL OF FOREST RESEARCH, 1999, 29 (06) :724-736
[34]   COMPUTING INBREEDING COEFFICIENTS IN LARGE POPULATIONS [J].
MEUWISSEN, THE ;
LUO, Z .
GENETICS SELECTION EVOLUTION, 1992, 24 (04) :305-313
[35]   Joint modeling of additive and non-additive genetic line effects in single field trials [J].
Oakey, Helena ;
Verbyla, Arunas ;
Pitchford, Wayne ;
Cullis, Brian ;
Kuchel, Haydn .
THEORETICAL AND APPLIED GENETICS, 2006, 113 (05) :809-819
[36]   USING BEST LINEAR UNBIASED PREDICTIONS TO ENHANCE BREEDING FOR YIELD IN SOYBEAN .1. CHOOSING PARENTS [J].
PANTER, DM ;
ALLEN, FL .
CROP SCIENCE, 1995, 35 (02) :397-405
[37]   RECOVERY OF INTER-BLOCK INFORMATION WHEN BLOCK SIZES ARE UNEQUAL [J].
PATTERSON, HD ;
THOMPSON, R .
BIOMETRIKA, 1971, 58 (03) :545-+
[38]   VARIABILITY OF YIELDS OF CEREAL VARIETIES IN UK TRIALS [J].
PATTERSON, HD ;
SILVEY, V ;
TALBOT, M ;
WEATHERUP, STC .
JOURNAL OF AGRICULTURAL SCIENCE, 1977, 89 (AUG) :239-245
[39]   Computer simulation of a selection strategy to accommodate genotype-environment interactions in a wheat recurrent selection programme [J].
Podlich, DW ;
Cooper, M ;
Basford, KE .
PLANT BREEDING, 1999, 118 (01) :17-28
[40]   COMPUTING DIAGONAL ELEMENTS AND INVERSE OF A LARGE NUMERATOR RELATIONSHIP MATRIX [J].
QUAAS, RL .
BIOMETRICS, 1976, 32 (04) :949-953