Strategies for optimal deployment of related clones into seed orchards

被引:5
作者
Danusevicius, D. [1 ,2 ]
Lindgren, D. [3 ]
机构
[1] Lithuanian Forest Res Inst, LT-53101 Girionys, Lithuania
[2] Lithuanian Agr Univ, Fac Forestry, LT-4324 Kaunas, Lithuania
[3] Swedish Univ Agr Sci, Dept Forest Genet & Plant Physiol, S-90183 Umea, Sweden
关键词
co-ancestry; gene diversity; genetic gain; inbreeding; seed orchard; status number;
D O I
10.1515/sg-2008-0018
中图分类号
S7 [林业];
学科分类号
0829 ; 0907 ;
摘要
This study deals with how the deployed proportion of each candidate clone can be decided at the establishment of a seed orchard when the breeding values are available for each candidate in a population of unrelated half-sib families. The following deployment strategies were compared: (a) truncation selection by selecting the clones with the breeding values exceeding certain threshold and deploying equal number of ramets (Truncation strategy); (b) truncation selection by selecting only one best individual within each family (Truncation unrelated); (c) maximizing gain at a given effective clone number (Linear deployment); (d) linear deployment by selecting one best individual within each family (Linear deployment unrelated) and (e) maximizing net gain at a given gene diversity (Optimal proportions). The study focused on the latest alternative and described its superiority and characteristics for a number of possible typical cases. The genetic gain adjusted for predicted inbreeding depression (Net gain), gene diversity and effective clone number were considered as the main ranking criteria. The strategies optimizing the number of related individuals and the linear deployment strategy with restriction on relatedness returned the highest Net gain. If there is a large diversity to select from (the status number of the candidates is more than 8 times greater than the status number desired in the seed orchard), a relatively simple advice is to select the best individual within the best families and deploy the clones linearly according to their breeding values (the number of families selected depends on the desired status number). If the diversity available to select from is small, it seems recommendable to allow half-sibs among the selections and use the Optimal proportions deployment strategy. As the breeding cycles proceed, the status number of the candidate population will decrease and the Optimal proportions strategy is likely to become more favorable.
引用
收藏
页码:119 / 127
页数:9
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