Extending Iterated, Spatialized Prisoner’s Dilemma to Understand Multicellularity: Game Theory With Self-Scaling Players

IF 2.3 Q2 ENGINEERING, ELECTRICAL & ELECTRONIC
Lakshwin Shreesha;Federico Pigozzi;Adam Goldstein;Michael Levin
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Abstract

Evolutionary developmental biology, biomedicine, neuroscience, and many aspects of the social sciences are impacted by insight into forces that facilitate the merging of active subunits into an emergent collective. The dynamics of interaction between agents are often studied in game theory, such as the popular Prisoner’s Dilemma (PD) paradigm, but the impact of these models on higher scales of organization, and their contributions to questions of how agents distinguish borders between themselves and the outside world, are not clear. Here we applied a spatialized, iterated PD model to understand the dynamics of the formation of large-scale tissues (colonies that act as one) out of single cell agents. In particular, we broke a standard assumption of PD: instead of a fixed number of players which can Cooperate or Defect on each round, we let the borders of individuality remain fluid, enabling agents to also Merge or Split. The consequences of enabling agents’ actions to change the number of agents in the world result in non-linear dynamics that are not known in advance: would higher-level (composite) individuals emerge? We characterized changes in collective formation as a function of memory size of the subunits. Our results show that when the number of agents is determined by the agents’ behavior, PD dynamics favor multicellularity, including the emergence of structured cell-groups, eventually leading to one single fully-merged tissue. These larger agents were found to have higher causal emergence than smaller ones. Moreover, we observed different spatial distributions of merged connectivity vs. of similar behavioral propensities, revealing that rich but distinct structures can coexist at the level of physical structure and the space of behavioral propensities. These dynamics raise a number of interesting and deep questions about decision-making in a self-modifying system that transitions from a metabolic to a morphological problem space, and how collective intelligences emerge, scale, and pattern.
扩展迭代的、空间化的囚徒困境以理解多细胞:具有自缩放参与者的博弈论
进化发育生物学、生物医学、神经科学和社会科学的许多方面都受到促进活跃亚单位合并为新兴集体的力量的影响。在博弈论中,人们经常研究代理之间的互动动态,比如流行的囚徒困境(PD)范式,但这些模型对更高规模组织的影响,以及它们对代理如何区分自身和外部世界边界问题的贡献,都不清楚。在这里,我们应用了一个空间化的迭代PD模型来了解单细胞制剂形成大规模组织(作为一个集落)的动力学。特别是,我们打破了PD的标准假设:我们让个体边界保持流动,使代理也可以合并或分裂,而不是在每个回合中固定数量的玩家可以合作或叛变。允许代理人的行为改变世界上代理人的数量的后果是导致事先不知道的非线性动态:是否会出现更高级别的(复合)个体?我们将集体形成的变化描述为亚单位记忆大小的函数。我们的研究结果表明,当药物的数量由药物的行为决定时,PD动力学倾向于多细胞性,包括结构化细胞群的出现,最终导致一个完全融合的组织。研究发现,这些较大的动因比较小的动因具有更高的因果出现率。此外,我们还观察到合并连通性与相似行为倾向的不同空间分布,揭示了丰富而独特的结构可以在物理结构和行为倾向空间层面共存。这些动态提出了许多有趣而深刻的问题,涉及从代谢问题空间过渡到形态问题空间的自我修改系统中的决策,以及集体智能如何出现、规模和模式。
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来源期刊
CiteScore
3.90
自引率
13.60%
发文量
23
期刊介绍: As a result of recent advances in MEMS/NEMS and systems biology, as well as the emergence of synthetic bacteria and lab/process-on-a-chip techniques, it is now possible to design chemical “circuits”, custom organisms, micro/nanoscale swarms of devices, and a host of other new systems. This success opens up a new frontier for interdisciplinary communications techniques using chemistry, biology, and other principles that have not been considered in the communications literature. The IEEE Transactions on Molecular, Biological, and Multi-Scale Communications (T-MBMSC) is devoted to the principles, design, and analysis of communication systems that use physics beyond classical electromagnetism. This includes molecular, quantum, and other physical, chemical and biological techniques; as well as new communication techniques at small scales or across multiple scales (e.g., nano to micro to macro; note that strictly nanoscale systems, 1-100 nm, are outside the scope of this journal). Original research articles on one or more of the following topics are within scope: mathematical modeling, information/communication and network theoretic analysis, standardization and industrial applications, and analytical or experimental studies on communication processes or networks in biology. Contributions on related topics may also be considered for publication. Contributions from researchers outside the IEEE’s typical audience are encouraged.
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