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Mass-Dispersed Gravitational Search Algorithm for Gene Regulatory Network Model Parameter Identification

机译:基因调控网络模型参数辨识的质量分散引力搜索算法

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The interaction mechanisms at the molecular level that govern essential processes inside the cell are conventionally modeled by nonlinear dynamic systems of coupled differential equations. Our implementation adopts an S-system to capture the dynamics of the gene regulatory network (GRN) of interest. To identify a solution to inverse problem of GRN parameter identification the gravitational search algorithm (GSA) is adopted here. Contributions made in the present paper are twofold. Firstly the bias of GSA toward the center of the search space is reported. Secondly motivated by observed center-seeking (CS) bias of GSA, mass-dispersed gravitational search algorithm (mdGSA) is proposed here. Simulation results on a set of well-studied mathematical benchmark problems and two gene regulatory networks confirms that the proposed mdGSA is superior to the standard GSA, mainly duo to its reduced CS bias.
机译:传统上,通过耦合微分方程的非线性动力学系统对控制细胞内基本过程的分子水平上的相互作用机理进行建模。我们的实现采用S系统来捕获感兴趣的基因调控网络(GRN)的动态。为了确定GRN参数识别反问题的解决方案,此处采用重力搜索算法(GSA)。本文的贡献是双重的。首先,报告了GSA向搜索空间中心的偏向。其次,根据观测到的GSA中心搜索(CS)偏差,提出了质量分散重力搜索算法(mdGSA)。对一组经过充分研究的数学基准问题和两个基因调控网络的仿真结果证实,所提出的mdGSA优于标准GSA,主要是由于降低了CS偏差。

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