Cañón J, Alexandrino P, Bessa I, Carleos C, Carretero Y, Dunner S, Ferran N, Garcia D, Jordana J, Laloë D, Pereira A, Sanchez A, Moazami-Goudarzi K
Laboratorio de Genética, Facultad de Veterinaria, Universidad Complutense de Madrid, 28040 Madrid, Spain.
Genet Sel Evol. 2001 May-Jun;33(3):311-32. doi: 10.1186/1297-9686-33-3-311.
This study was undertaken to determine the genetic structure, evolutionary relationships, and the genetic diversity among 18 local cattle breeds from Spain, Portugal, and France using 16 microsatellites. Heterozygosities, estimates of Fst, genetic distances, multivariate and diversity analyses, and assignment tests were performed. Heterozygosities ranged from 0.54 in the Pirenaica breed to 0.72 in the Barrosã breed. Seven percent of the total genetic variability can be attributed to differences among breeds (mean F(st) = 0.07; P<0.01). Five different genetic distances were computed and compared with no correlation found to be significantly different from 0 between distances based on the effective size of the population and those which use the size of the alleles. The Weitzman recursive approach and a multivariate analysis were used to measure the contribution of the breeds diversity. The Weitzman approach suggests that the most important breeds to be preserved are those grouped into two clusters: the cluster formed by the Mirandesa and Alistana breeds and that of the Sayaguesa and Tudanca breeds. The hypothetical extinction of one of those clusters represents a 17% loss of diversity. A correspondence analysis not only distinguished four breed groups but also confirmed results of previous studies classifying the important breeds contributing to diversity. In addition, the variation between breeds was sufficiently high so as to allow individuals to be assigned to their breed of origin with a probability of 99% for simulated samples.
本研究旨在利用16个微卫星来确定来自西班牙、葡萄牙和法国的18个本地牛品种的遗传结构、进化关系和遗传多样性。进行了杂合度、Fst估计、遗传距离、多变量和多样性分析以及归属测试。杂合度范围从皮雷奈卡品种的0.54到巴罗萨品种的0.72。总遗传变异的7%可归因于品种间的差异(平均Fst = 0.07;P<0.01)。计算了五种不同的遗传距离,并进行比较,发现基于群体有效大小的距离与使用等位基因大小的距离之间没有显著差异,二者与0均无显著相关性。采用韦茨曼递归方法和多变量分析来衡量品种多样性的贡献。韦茨曼方法表明,最重要的需要保存的品种分为两个集群:由米兰德萨和阿利斯塔纳品种组成的集群以及萨亚格萨和图丹卡品种组成的集群。假设其中一个集群灭绝将导致17%的多样性丧失。对应分析不仅区分了四个品种组,还证实了先前关于对多样性有重要贡献品种分类的研究结果。此外,品种间的差异足够大,以至于对于模拟样本,个体能够以99%的概率被归为其起源品种。