Max Planck Institute for Molecular Genetics, Ihnestrasse 63-73, 14195 Berlin, Germany.
Mutat Res. 2012 Aug 15;746(2):163-70. doi: 10.1016/j.mrgentox.2012.01.005. Epub 2012 Jan 23.
Cancer is known to be a complex disease and its therapy is difficult. Much information is available on molecules and pathways involved in cancer onset and progression and this data provides a valuable resource for the development of predictive computer models that can help to identify new potential drug targets or to improve therapies. Modeling cancer treatment has to take into account many cellular pathways usually leading to the construction of large mathematical models. The development of such models is complicated by the fact that relevant parameters are either completely unknown, or can at best be measured under highly artificial conditions. Here we propose an approach for constructing predictive models of such complex biological networks in the absence of accurate knowledge on parameter values, and apply this strategy to predict the effects of perturbations induced by anti-cancer drug target inhibitions on an epidermal growth factor (EGF) signaling network. The strategy is based on a Monte Carlo approach, in which the kinetic parameters are repeatedly sampled from specific probability distributions and used for multiple parallel simulations. Simulation results from different forms of the model (e.g., a model that expresses a certain mutation or mutation pattern or the treatment by a certain drug or drug combination) can be compared with the unperturbed control model and used for the prediction of the perturbation effects. This framework opens the way to experiment with complex biological networks in the computer, likely to save costs in drug development and to improve patient therapy.
癌症是一种复杂的疾病,其治疗具有挑战性。大量关于癌症发生和发展所涉及的分子和途径的信息为开发预测性计算机模型提供了有价值的资源,这些模型可以帮助识别新的潜在药物靶点或改进治疗方法。癌症治疗模型的建立需要考虑许多通常导致构建大型数学模型的细胞途径。这些模型的开发受到以下事实的限制:相关参数要么完全未知,要么只能在高度人为的条件下进行测量。在这里,我们提出了一种在缺乏对参数值的准确了解的情况下构建此类复杂生物网络预测模型的方法,并将该策略应用于预测抗癌药物靶点抑制对表皮生长因子 (EGF) 信号网络的扰动影响。该策略基于蒙特卡罗方法,其中动力学参数从特定概率分布中反复抽样,并用于多次并行模拟。不同形式模型(例如,表达特定突变或突变模式的模型或特定药物或药物组合的治疗)的模拟结果可以与未受扰的对照模型进行比较,并用于预测扰动影响。该框架为在计算机中实验复杂的生物网络开辟了道路,可能有助于降低药物开发成本并改善患者治疗效果。