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果蝇中磁共振诱导的X连锁隐性致死突变的分布。

Distribution of MR-induced sex-linked recessive lethal mutations in Drosophila melanogaster.

作者信息

Eeken J C, Sobels F H, Hyland V, Schalet A P

出版信息

Mutat Res. 1985 Jun-Jul;150(1-2):261-75. doi: 10.1016/0027-5107(85)90122-8.

Abstract

In the 'doubling-dose' method currently used in genetic risk evaluation, two principle assumptions are made and these are: (1) there is proportionality between spontaneous and induced mutations and (2) the lesions that lead to spontaneous and induced mutations are essentially similar. The studies reported in this paper were directed at examining the validity of these two assumptions in Drosophila. An analysis was made of the distribution of sex-linked recessive lethals induced by MR, one of the well-studied mutator systems in Drosophila. Appropriate genetic complementation tests with 15 defined X-chromosome duplications showed that MR-induced lethals occurred at many sites along the X-chromosome (in contrast to the known locus specificity of MR-induced visible-mutations); some, but not all these sites at which recessive lethals arose in the MR-system are the same as those known to be hot-spots for X-ray-induced lethals. With in situ hybridization we were able to demonstrate that a majority of MR-induced lethals is associated with a particular mobile DNA sequence, the P-element, i.e. they arose as a result of transposition. The differences between the profiles of MR-induced and X-ray-induced recessive lethals, and the nature of MR-induced and X-ray-induced mutations, thus raise questions about the validity of the assumptions involved in the use of the 'doubling-dose' method.

摘要

在目前基因风险评估中使用的“加倍剂量”方法里,有两个主要假设,即:(1)自发突变和诱发突变之间存在比例关系;(2)导致自发突变和诱发突变的损伤基本相似。本文所报道的研究旨在检验果蝇中这两个假设的有效性。对果蝇中研究较为充分的诱变系统之一——杂种不育(MR)所诱导的伴性隐性致死突变的分布进行了分析。利用15个明确的X染色体重复进行适当的基因互补试验表明,MR诱导的致死突变发生在X染色体的许多位点上(这与已知的MR诱导的可见突变的位点特异性不同);MR系统中出现隐性致死突变的一些位点(但不是全部)与已知的X射线诱导致死突变的热点相同。通过原位杂交,我们能够证明大多数MR诱导的致死突变与一种特定的可移动DNA序列——P因子有关,即它们是由转座产生的。因此,MR诱导的隐性致死突变和X射线诱导的隐性致死突变的分布差异,以及MR诱导的突变和X射线诱导的突变的性质,对“加倍剂量”方法所涉及假设的有效性提出了质疑。

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