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How many trimers? Modeling influenza virus fusion yields a minimum aggregate size of six trimers, three of which are fusogenic

机译:多少个三聚体?对流感病毒融合进行建模可产生六个三聚体的最小总大小,其中三个是融合性的

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摘要

Conflicting reports in leading journals have indicated the minimum number of influenza hemagglutinin (HA) trimers required for fusion to be between one and eight. Interestingly, the data in these reports are either almost identical, or can be transformed to be directly comparable. Different statistical or phenomenological models, however, were used to analyze these data, resulting in the varied interpretations. In an attempt to resolve this contradiction, we use PABM, a brane calculus we recently introduced, enabling an algorithmic systems biology approach that allows the problem to be modeled in a manner following a biological logic. Since a scalable PABM executor is still under development, we sufficiently simplified the fusion model and analyzed it using the model checker, PRISM. We validated the model against older HA-expressing cell-to-cell fusion data using the same parameters with the exception of three, namely HA and sialic acid (SA) surface densities and the aggregation rate, which were expected to be different as a result of the difference in the experimental setup. Results are consistent with the interpretation that a minimum aggregate size of six HA trimers, of which three undergo a conformational change to become fusogenic, is required for fusion. Of these three, two are free, while one is bound. Finally, we determined the effects of varying the SA surface density and showed that only a limited range of densities permit fusion. Our results demonstrate the potential of modeling in providing more precise interpretations of data.
机译:领先期刊上相互矛盾的报道表明,融合所需的流感血凝素(HA)三聚体的最小数量为1至8。有趣的是,这些报告中的数据要么几乎相同,要么可以转换为直接可比较的。但是,使用了不同的统计或现象学模型来分析这些数据,从而产生了各种各样的解释。为了解决这一矛盾,我们使用了PABM,这是我们最近推出的一种麸皮演算,它启用了一种算法系统生物学方法,可以按照生物学逻辑对问题进行建模。由于仍在开发可伸缩的PABM执行器,因此我们充分简化了融合模型,并使用模型检查器PRISM对其进行了分析。我们使用相同的参数针对旧的表达HA的细胞间融合数据验证了该模型,但以下三个参数除外:HA和唾液酸(SA)的表面密度和聚集速率,因此预期会有所不同实验设置的差异。结果与以下解释是一致的,即融合至少需要六个HA三聚体的最小聚集体大小,其中三个进行构象变化才能融合。在这三个中,两个是免费的,而一个是绑定的。最后,我们确定了改变SA表面密度的影响,并表明只有有限范围的密度才允许融合。我们的结果证明了建模在提供更精确的数据解释方面的潜力。

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