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首页> 外文期刊>Journal of computer sciences >Modeling A Multi-Compartments Biological System with Membrane Computing
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Modeling A Multi-Compartments Biological System with Membrane Computing

机译:利用膜计算对多室生物系统建模

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Most of the biological systems have been hierarchical in structure with processes interacting between different compartments. Membrane computing formalism has provided modeling capabilities in representing the structure of biological systems. Approach: This study was carried to investigate the modeling of a multi-compartment biological system by using membrane computing formalism. The hormone-induced calcium oscillations in liver cells which was modeled with ordinary differential equation was used as a case study. The membrane computing model of this case study was verified and validated by using simulation strategy of Gillespie algorithm and the method of model checking using probabilistic symbolic model checker. The results of membrane computing model were compared to the ordinary differential equation model. Results: The simulation and model checking of membrane computing model of the biological case study showed that the properties of the multi-compartments biological system could be preserved with the membrane computing model. Membrane computing model could also accommodate the structure and processes of the multi-compartments biological system which were absent in the ordinary differential equation model. Conclusion: Membrane computing model provides a better approach in representing a multi-compartment system and able to sustain the basic properties of the system. However appropriate value of parameters to represent the rules of the processes of the membrane computing model to manage the stochastic behavior should be formulated to meet the performance of the biological system.
机译:大多数生物系统在结构上都是分层的,过程在不同的区室之间相互作用。膜计算形式主义提供了表示生物系统结构的建模功能。方法:本研究旨在利用膜计算形式主义研究多隔室生物系统的建模。用普通微分方程建模的激素诱导的肝细胞钙振荡作为案例研究。通过使用Gillespie算法的仿真策略和使用概率符号模型检查器进行模型检查的方法来验证和验证此案例研究的膜计算模型。将膜计算模型的结果与常微分方程模型进行了比较。结果:该生物案例研究的膜计算模型的仿真和模型检验表明,该膜计算模型可以保留多室生物系统的特性。膜计算模型还可以适应常微分方程模型所没有的多室生物系统的结构和过程。结论:膜计算模型为表示多隔室系统提供了更好的方法,并且能够维持系统的基本属性。然而,应该制定适当的参数值来代表膜计算模型的过程规则以管理随机行为,以满足生物系统的性能。

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