Lara-Ochoa F, Almagro J C, Vargas-Madrazo E, Conrad M
Instituto de Quimica, UNAM, Circuito Exterior, Ciudad Universitaria, Mexico, D.F.
J Mol Evol. 1996 Dec;43(6):678-84. doi: 10.1007/BF02202116.
The antibodies of known three-dimensional structure exhibit a definite number of conformations (canonical structures) for five of six hypervariable loops. In the present study it was found that approximately 85% of the immunoglobulin sequences analyzed fall into a small number of canonical structure combinations, representing only 3% of the total possible. These structures were classified into six distinct groups, depending on the type of antigen with which they interact. Within each loop, the positions responsible for maintaining these canonical structures show a use frequency of amino acids that fits an inverse power law, whereas the use frequency of the amino acids responsible for the detailed antigenic specificity follows an exponential distribution. We propose an evolutionary interpretation that connects these data, using the fact that the inverse power law is generated by statistical processes of the type that yield a wealth curve and the fact that exponential distribution is generated by processes that are not biased by past history.
已知三维结构的抗体在六个高变环中的五个上呈现出一定数量的构象(典型结构)。在本研究中发现,所分析的免疫球蛋白序列中约85%属于少数典型结构组合,仅占总可能组合的3%。这些结构根据它们相互作用的抗原类型被分为六个不同的组。在每个环内,负责维持这些典型结构的位置显示出氨基酸使用频率符合反幂律,而负责详细抗原特异性的氨基酸使用频率遵循指数分布。我们提出一种进化解释来连接这些数据,利用反幂律是由产生财富曲线的那种统计过程生成的这一事实,以及指数分布是由不受过去历史影响的过程生成的这一事实。