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免疫球蛋白基因中一种新型的异常重组及其对V-J连接机制的影响。

A novel type of aberrant recombination in immunoglobulin genes and its implications for V-J joining mechanism.

作者信息

Höchtl J, Zachau H G

出版信息

Nature. 1983;302(5905):260-3. doi: 10.1038/302260a0.

Abstract

Functional kappa light chain genes are formed during B-lymphocyte differentiation by the joining of initially separate V and J gene segments. It has been suggested that the intervening DNA is deleted, however the recent reports of what appear to be the reciprocal products of V and J recombination (back-to-back conserved V and J flanking sequences, called f-fragments) in DNA from mature lymphocytes make a simple deletion model unlikely. An alternative scheme involving unequal sister chromatid exchange has been proposed, supported by the evidence that the f-fragments seem to have segregated from the chromosome carrying the reciprocal complete kappa light chain gene (this and other schemes are briefly reviewed in ref. 8). We report here the analysis of a mouse myeloma (MOPC 41), in which a productive (kappa+) and a non-productive (kappa-) rearrangement has occured, which may help to clarify the mechanism of V-J joining. The aberrant rearrangement has led to the joining of a J1 gene segment to a sequence unrelated to any V gene (L10), and which in the germ line is flanked by a sequence resembling a V region recombination signal sequence. In this case no segregation of the reciprocal recombination products (kappa-41 and f41), which is a required step in sister chromatid exchange models, has taken place. An inversion model provides the simplest explanation of this J rearrangement.

摘要

功能性κ轻链基因是在B淋巴细胞分化过程中由最初分开的V基因片段和J基因片段连接而成。有人提出中间的DNA会被删除,然而最近在成熟淋巴细胞的DNA中发现了似乎是V和J重组的相互产物(背对背保守的V和J侧翼序列,称为f片段),这使得简单的删除模型不太可能成立。有人提出了一种涉及不等姐妹染色单体交换的替代方案,证据是f片段似乎已从携带相互完整的κ轻链基因的染色体上分离出来(参考文献8中简要回顾了此方案及其他方案)。我们在此报告对一种小鼠骨髓瘤(MOPC 41)的分析,其中发生了一次有功能的(κ+)和一次无功能的(κ-)重排,这可能有助于阐明V-J连接的机制。异常重排导致一个J1基因片段与一个与任何V基因无关的序列(L10)连接,并且在种系中该序列侧翼是一个类似于V区重组信号序列的序列。在这种情况下,相互重组产物(κ-41和f41)没有发生分离,而这是姐妹染色单体交换模型中必需的一步。倒位模型为这种J重排提供了最简单的解释。

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