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Communication and complexity in a GRN-based multicellular system for graph colouring

机译:基于GRN的多细胞图形着色中的通信和复杂性

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Artificial Genetic Regulatory Networks (GRNs) are interesting control models through their simplicity and versatility. They can be easily implemented, evolved and modified, and their similarity to their biological counterparts makes them interesting for simulations of life-like systems as well. These aspects suggest they may be perfect control systems for distributed computing in diverse situations, but to be usable for such applications the computational power and evolvability of GRNs need to be studied. In this research we propose a simple distributed system implementing GRNs to solve the well known NP-complete graph colouring problem. Every node (cell) of the graph to be coloured is controlled by an instance of the same GRN. All the cells communicate directly with their immediate neighbours in the graph so as to set up a good colouring. The quality of this colouring directs the evolution of the GRNs using a genetic algorithm. We then observe the quality of the colouring for two different graphs according to different communication protocols and the number of different proteins in the cell (a measure for the possible complexity of a GRN). Those two points, being the main scalability issues that any computational paradigm raises, will then be discussed.
机译:人工遗传调控网络(GRN)的简单性和多功能性是有趣的控制模型。它们可以轻松实现,发展和修改,并且它们与生物学对应物的相似性也使它们对于模拟栩栩如生的系统也很有趣。这些方面表明,它们可能是在各种情况下进行分布式计算的理想控制系统,但要在此类应用中使用,则需要研究GRN的计算能力和可扩展性。在这项研究中,我们提出了一个实现GRN的简单分布式系统,以解决众所周知的NP-完全图着色问题。要着色的图形的每个节点(单元)都由同一GRN的实例控制。所有单元格都直接与图中的直接邻居通信,以设置良好的颜色。这种着色的质量使用遗传算法指导GRN的进化。然后,我们根据不同的通讯协议和细胞中不同蛋白质的数量(用于衡量GRN可能的复杂性的一种方法)观察两个不同图形的着色质量。然后,将讨论这两点,这是任何计算范式引起的主要可伸缩性问题。

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