首页> 外文会议>International Meeting on Computational Intelligence Methods for Bioinformatics and Biostatistics >Simulations of the EGFR - KRAS - MAPK Signalling Network in Colon Cancer. Virtual Mutations and Virtual Treatments with Inhibitors Have More Important Effects Than a 10 Times Range of Normal Parameters and Rates Fluctuations
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Simulations of the EGFR - KRAS - MAPK Signalling Network in Colon Cancer. Virtual Mutations and Virtual Treatments with Inhibitors Have More Important Effects Than a 10 Times Range of Normal Parameters and Rates Fluctuations

机译:EGFR - KRAS - MAPK信号网络在结肠癌中的模拟。具有抑制剂的虚拟突变和虚拟处理具有比正常参数范围的10倍的更重要的效果和速率波动

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The fragment of the signaling network we have considered was formally described as a sort of circuit diagram, a Molecular Interaction Map (MIM). We have mostly followed the syntactic rules proposed by Kurt W. Kohn [1, 10, 11]. In our MIM we drew 19 basic species. Our dynamic simulations involve 46 modified species and complexes, 50 forward reactions, 50 backward reactions, 17 catalytic activities. A significant amount of parameters concerning molecular concentrations, association rates, dissociation rates and turnover numbers, are known for this intensively studied neighborhood of the signaling network. In other cases, molecular, cellular and even clinical data generate additional indirect constraints. Some unknown parameters have been adjusted to satisfy these indirect constraints. In order to avoid hidden bugs in writing the software we have used two independent approaches: a) a more classic approach using Ordinary Differential Equations (ODEs); b) a stochastic simulation engine, written in Java, based on the Gillespie algorithm: we obtained overlapping results. For a quiescent and EGF stimulated network we have obtained a behavior in good agreement with what is experimentally known. We have introduced virtual mutations (excess of
机译:我们考虑的信令网络的片段被正式描述为一种电路图,分子交互图(MIM)。我们主要遵循了Kurt W. Kohn [1,10,11]提出的句法规则。在我们的MIM中,我们画了19个基本物种。我们的动态模拟涉及46种改性物种和复合物,50个正向反应,50次后反应,17个催化活性。关于该信令网络的集中研究的邻域,已知有关于分子浓度,关联率,解离速率和周转率和周转率数的大量参数。在其他情况下,分子,细胞甚至临床数据产生额外的间接约束。已经调整了一些未知的参数以满足这些间接约束。为了避免写作软件的隐藏错误,我们使用了两个独立的方法:a)使用普通微分方程(odes)更经典的方法; b)基于Gillespie算法,在Java中写入的随机仿真引擎:我们获得了重叠的结果。对于静态和eGF激发的网络,我们已经与实验所知的内容获得了良好的一致行为。我们引入了虚拟突变(过剩

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