A FULLER THEORY OF JUNCTIONS IN INBREEDING
A FULLER THEORY OF JUNCTIONS IN INBREEDING
复制标题
DOI：
10.1038/hdy.1954.17
复制
发表时间：
1954-01-01
期刊：
影响因子：
3.8
通讯作者：
FISHER, RA
中科院分区：
文献类型：
--
作者：
FISHER, RA
作者在他的《近亲交配理论》(参见PBA，Vol.)中介绍的连接理论。十九号，阿伯斯特。173)，并由O.H.Bennett扩展(参见PBA，Vol.二十四、阿伯斯特。777)在这里以更完整的形式呈现，现在考虑到双基因内部连接。计算了前10代近亲交配的固定频率和连接丢失频率，以及预期的外部和内部连接频率。计算了第5~40代末端和封闭非均质域的预期数目和长度，以及第22~65代完全均质的概率。
The theory of junctions introduced by the author in hisTheory of Inbreeding(cf.PBA, Vol. XIX, Abst. 173) and extended by O. H. Bennett (cf.PBA, Vol. XXIV, Abst. 777) is here presented in a more complete form, and now takes into consideration digenic internal junctions. The frequency of fixation and of loss of junctions is calculated for the first 10 generations of inbreeding, also the expected frequencies of external and internal junctions. The expected number and length of end and enclosed heterogeneous tracts are calculated for the 5th-40th generations and the probability of complete homogeneity for the 2oth-65th generations.