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Expansion of the minimum-inbreeding seed orchard design to operational scale

机译:将近亲种子园的设计扩展到可操作规模

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摘要

The minimum-inbreeding (MI) seed orchard layout, formulated originally as a global quadratic assignment problem, was expanded into realistic problem sizes that are often encountered in operational forestry, where two modifications were tested: (1) the merging algorithm of independent MI's solutions (i.e., smaller blocks) and (2) the extended global (genetic-tabu) algorithm. Extending the global heuristic algorithm of the quadratic assignment problem seems to be the most efficient strategy. The reported minimum-inbreeding distance of the extended MI scheme was the lowest in comparison to the completely randomized and the randomized, replicated, staggered clonal-row ((RSCR)-S-2) seed orchard design schemes. These conclusions also hold for more complex scenarios when added relatedness among orchard's parents or unequal deployment was considered. This improved MI scheme is suitable to large and complex advanced-generation seed orchards, where many practical constraints have to be jointly considered.
机译:最小近交(MI)种子园布局最初由全球二次分配问题表述,后来扩展为实际林业中遇到的实际问题规模,在其中测试了两种修改方法:(1)独立MI解决方案的合并算法(即较小的块)和(2)扩展的全局(遗传禁忌)算法。扩展二次分配问题的全局启发式算法似乎是最有效的策略。与完全随机和随机,重复,交错的无性系((RSCR)-S-2)种子园设计方案相比,扩展MI方案的最小近交距离是最低的。当果园父母之间增加了亲缘关系或考虑了不平等的部署时,这些结论也适用于更复杂的情况。这种改进的MI方案适用于大型和复杂的高级种子园,其中必须共同考虑许多实际限制。

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