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Extending rule-based methods to model molecular geometry

机译:扩展基于规则的方法以建模分子几何

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Computational modeling is an important tool for the study of complex biochemical processes associated with cell signaling networks. However, it is challenging to simulate processes that involve hundreds of large molecules due to the high computational cost of such simulations. Rule-based modeling is a computational method that can be used to model these processes with reasonably low computational cost, but traditional rule-based modeling approaches do not include details of molecular geometry. The incorporation of molecular geometry into biochemical models can more accurately capture details of these processes, and may lead to insights into how geometry affects the products that form. Furthermore, geometric rule-based modeling can be used to complement other computational methods that explicitly represent molecular geometry in order to quantify binding site accessibility and steric effects. In this work, we propose a novel implementation of rulebased modeling that encodes details of molecular geometry into the rules and the binding rate constant associated with each rule. We demonstrate how the set of rules is constructed according to the curvature of the molecule. We then perform a study of antigen-antibody aggregation using our proposed method. We first simulate the binding of IgE antibodies bound to cell surface receptors Fc RI to various binding regions of the shrimp allergen Pen a 1 using a previously developed 3D rigid-body Monte Carlo simulation, and we analyze the distribution of the sizes of the aggregates that form during the simulation. Then, using our novel rule-based approach, we optimize a rule-based model according to the geometry of the Pen a 1 molecule and the data from the Monte Carlo simulation. In particular, we use the distances between the binding regions of the Pen a 1 molecule to optimize the rules and associated binding rate constants. We perform this procedure for three molecular conformations of Pen a 1 and analyze the impact of conformat- on on the aggregate size distribution and the optimal rule-based model. We find that the optimized rule-based models provide information about the average steric hindrance between binding regions and the probability that IgE-Fc RI receptor complexes will bind to these regions. In addition, the optimized rule-based models provide a means of quantifying the variation in aggregate size distribution that results from differences in molecular geometry.
机译:计算建模是研究与细胞信号网络相关的复杂生化过程的重要工具。然而,由于这种模拟的高计算成本,模拟涉及数百个大分子的过程是具有挑战性的。基于规则的建模是一种计算方法,可用于以较低的计算成本对这些过程进行建模,但是传统的基于规则的建模方法不包含分子几何的详细信息。将分子几何学纳入生化模型可以更准确地捕获这些过程的细节,并且可能导致洞悉几何学如何影响所形成的产物。此外,基于几何规则的建模可用于补充明确表示分子几何形状的其他计算方法,以量化结合位点的可及性和空间效应。在这项工作中,我们提出了一种基于规则的建模的新实现,该规则将分子几何结构的详细信息编码为规则以及与每个规则相关的结合速率常数。我们演示了如何根据分子的曲率构造规则集。然后,我们使用我们提出的方法进行抗原-抗体聚集的研究。我们首先使用先前开发的3D刚体蒙特卡洛模拟法模拟与细胞表面受体Fc RI结合的IgE抗体与虾过敏原Pen a 1的各个结合区域的结合,然后分析聚集体大小的分布,模拟过程中的表格。然后,使用我们新颖的基于规则的方法,我们根据Pen a 1分子的几何形状和来自蒙特卡洛模拟的数据,优化了基于规则的模型。尤其是,我们使用Pen a 1分子的结合区域之间的距离来优化规则和相关的结合速率常数。我们对Pen a 1的三个分子构象执行此程序,并分析构象对总大小分布和最佳基于规则的模型的影响。我们发现优化的基于规则的模型提供了有关结合区域之间的平均空间位阻以及IgE-Fc RI受体复合物将结合到这些区域的概率的信息。此外,基于规则的优化模型提供了一种量化因分子几何结构差异而导致的聚集体大小分布变化的方法。

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