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禽副粘病毒之间的抗原关系。II. 抗原亲缘关系的组合数学模型。

Antigenic relationships between avian paramyxoviruses. II. A combinatorial mathematical model of antigenic kinship.

作者信息

Rishe N, Lipkind M

出版信息

Arch Virol. 1987;92(3-4):243-53. doi: 10.1007/BF01317481.

Abstract

A combinatorial mathematical model describing the antigenic relationships found between different avian paramyxovirus (PMV) serotypes (Lipkind and Shihmanter, 1986) is presented. According to the model, the network of the antigenic interconnections is determined by the specific combinatorial sets of antigenic determinants, some of them being serotype-specific and the others being common to certain other avian PMV serotypes. The suggested model is based on certain postulates concerning PMV virion structure; the bifunctional organization of PMV haemagglutinin-neuraminidase (HN) glycoprotein, its amount per virion and a mechanism of antibody-caused inhibition of its functional activities; the definition of an antigenic determinant as an elementary unit inducing and reacting only with a homologous type of antibodies. The model interprets in specific terms some serological results, in particular the old but mysterious phenomenon of asymmetric cross reactivity.

摘要

本文提出了一个组合数学模型,该模型描述了不同禽副粘病毒(PMV)血清型之间的抗原关系(Lipkind和Shihmanter,1986)。根据该模型,抗原相互连接网络由抗原决定簇的特定组合集决定,其中一些是血清型特异性的,而另一些则是某些其他禽PMV血清型共有的。所提出的模型基于关于PMV病毒粒子结构的某些假设;PMV血凝素神经氨酸酶(HN)糖蛋白的双功能组织、其每个病毒粒子的量以及抗体引起的对其功能活性的抑制机制;将抗原决定簇定义为仅诱导并与同源类型抗体反应的基本单位。该模型用特定术语解释了一些血清学结果,特别是古老但神秘的不对称交叉反应现象。

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