潘农卡兔各种近交系数的相关性分析

Diversity Pub Date : 2024-08-31 DOI:10.3390/d16090524
István Nagy, Árpád Bokor, János Farkas, Anh Thi Nguyen, János Posta, György Kövér
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引用次数: 0

摘要

在一个种群规模有限的封闭种群中,近亲交配是不可避免的。在这项研究中,我们使用了一个名为 "Pannon Ka "的合成母兔品种的系谱数据来计算不同的近交系数。被评估的动物出生于 1995 年至 2020 年,其血统包括 5819 只动物,分别来自 4205 只母兔和 1314 只公兔。为了计算一窝兔的近交系数,该血统还进一步扩展了 16013 个假后代记录。除了传统的赖特近交系数外,还利用基因掉落法计算了所谓的祖先近交系数和新近交系数。在评估期结束时,赖特和巴鲁近交系数的窝近交系数分别增加到近 11%和 60%,而卡利诺夫斯基和卡利诺夫斯基新近交系数分别为 9.25%和 16.67%。计算了母猪和仔猪的相关系数。最后,在部分相关性分析中还使用完整世代等价物考虑了血统长度和完整性的影响。从结果可以看出,不同的祖先近交系数具有很高的相关性。同样,传统的赖特近交系数与新近交系数也表现出很强的相关性。相反,祖先近交系数和新近交系数之间的相关性较低。将完整的世代等值考虑在内并不能得出明确的结果。由此可以得出结论,不同的近交系数基于不同的概念,它们显然是不同的种群参数。
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Correlation Analysis among the Various Inbreeding Coefficients of Pannon Ka Rabbits
In a closed population with a limited population size, mating of related animals is unavoidable. In this study, the genealogy data of a synthetic maternal rabbit breed called Pannon Ka were used to calculate different inbreeding coefficients. The evaluated animals were born between 1995 and 2020, and the pedigree consisted of 5819 animals that originated from 4205 rabbit does and from 1314 rabbit bucks. The pedigree was further extended with 16,013 dummy progeny records in order to calculate litter inbreeding coefficients. Besides the conventional Wright inbreeding coefficients, the so-called ancestral and new inbreeding coefficients were also calculated using the gene dropping method. By the end of the evaluated period, the litter inbreeding increased to almost 11 and 60% for Wright and Ballou inbreeding, while the Kalinowski and the Kalinowski new inbreeding coefficients were 9.25 and 16.67%, respectively. Correlation coefficients were calculated for the does and for the litters. Finally, the effects of pedigree length and completeness were also taken into account using the complete generation equivalents in a partial correlation analysis. Based on the results, it could be seen that the different ancestral inbreeding coefficients had high correlation. Similarly, the conventional Wright inbreeding coefficients showed strong correlation with the new inbreeding coefficients. On the contrary, the correlation between ancestral and new inbreeding coefficients was low. Taking the complete generation equivalent into account did not give unambiguous results. It could be concluded that the different inbreeding coefficients are based on different concepts, and they are clearly different population parameters.
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