Maximising genetic response in tree breeding with constraints on group coancestry

被引:0
作者
Kerr, RJ [2 ]
Goddard, ME
Jarvis, SF
机构
[1] So Tree Breeding Assoc, Mt Gambier, SA 5290, Australia
[2] Univ New England, Anim Genet & Breeding Unit, Armidale, NSW 2351, Australia
关键词
selection; coancestry; inbreeding; BLUP;
D O I
暂无
中图分类号
S7 [林业];
学科分类号
0829 ; 0907 ;
摘要
This study compares 4 methods to maximize response to selection while minimizing the inbreeding that accumulated over 6 generations of selection. A selection algorithm is described which maximizes the mean estimated breeding value of the selected trees while constraining the average coancestry among them and hence the status effective number of the population. This algorithm resulted in increased selection response, at a lower, target average coancestry level, compared to truncation selection. However the target average coancestry level for each generation is arbitrarily chosen. A variation of the algorithm is described which attempts to maximize response over 12 generations allowing for the decline in genetic variance caused by inbreeding. This leads to faster genetic gain and higher coancestry than typical tree breeding programs. Once the selection has been carried out, a mate allocation algorithm arranges matings which give each parent the number of offspring required by the selection algorithm and which minimizes inbreeding in the offspring per mating. This delays the appearance of inbreeding by at least one generation but does not alter the long term rate of inbreeding. The combination of the selection and mating algorithms lead to breeding programs requiring less controlled pollinations than truncation selection with random mating and hence reduce the cost of the breeding program.
引用
收藏
页码:165 / 173
页数:9
相关论文
共 25 条
[1]  
[Anonymous], 1995, THESIS SWEDISH U AGR
[2]   ASSORTATIVE MATING AND ARTIFICIAL SELECTION [J].
BAKER, RJ .
HEREDITY, 1973, 31 (OCT) :231-238
[3]   EFFECT OF SELECTION ON GENETIC VARIABILITY [J].
BULMER, MG .
AMERICAN NATURALIST, 1971, 105 (943) :201-+
[4]  
BURDON RD, 1977, P 3 WORLD CONS FOR T, P1137
[5]  
Cochran W. G., 1951, P 2 BERK S MATH STAT, P449
[6]  
COCKERHAM CC, 1967, GENETICS, V56, P89
[7]  
Falconer D.S., 1996, Quantitative Genetics, V4th
[8]   A NOTE ON USING BIASED PARAMETER VALUES AND NONRANDOM MATING TO REDUCE RATES OF INBREEDING IN SELECTION PROGRAMS [J].
GRUNDY, B ;
CABALLERO, A ;
SANTIAGO, E ;
HILL, WG .
ANIMAL PRODUCTION, 1994, 59 :465-468
[9]   SIMPLE METHOD FOR COMPUTING INVERSE OF A NUMERATOR RELATIONSHIP MATRIX USED IN PREDICTION OF BREEDING VALUES [J].
HENDERSON, CR .
BIOMETRICS, 1976, 32 (01) :69-83
[10]  
JARVIS SG, 1995, P IUFRO C HOB 19 24, P141