利用潜在场机制和分布式学习发现复杂社会系统的集体行为

Symmetry Pub Date : 2024-08-08 DOI:10.3390/sym16081014
Junqiao Zhang, Qiang Qu, X. Chen
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引用次数: 0

摘要

本文通过将个人认知与势场相结合的跨学科方法,提出了集体行为的复杂动态。首先,结合物理学、认知心理学和社会科学的观点,探讨了复杂社会系统中个体认知与外部势场之间的相互作用。随后,提出了一种新的多维势场机制建模方法,旨在减少个体行为误差和认知失调,从而提高系统效率和准确性。该方法使用合作控制和分布式学习算法来模拟集体行为,允许个体根据本地信息和集体智慧进行迭代适应。模拟突出了个体密度、噪声强度、通信半径和负电位场等因素对集体动态的影响。例如,在有 180 个个体的高密度环境中,社会摩擦和资源竞争的增加会显著降低集体搜索效率。通过将模拟结果与现有研究进行比较,验证了模拟结果与传统模型的一致性和改进性。与标准方法相比,在嘈杂环境中,模拟结果保持了更高的准确性和群体凝聚力。此外,在没有交流的情况下,平均平方误差(MSE)最初会随着个体的适应而迅速下降,但随着时间的推移会趋于稳定,这强调了交流在保持集体效率方面的重要性。研究得出的结论是,集体行为产生于个体认知和潜能场之间复杂的非线性相互作用,而不仅仅是个体行动的总和。这些见解加深了人们对复杂系统动力学的理解,为未来在自适应城市环境中的应用以及自主机器人和人工智能系统的设计奠定了基础。
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Utilizing Potential Field Mechanisms and Distributed Learning to Discover Collective Behavior on Complex Social Systems
This paper proposes the complex dynamics of collective behavior through an interdisciplinary approach that integrates individual cognition with potential fields. Firstly, the interaction between individual cognition and external potential fields in complex social systems is explored, integrating perspectives from physics, cognitive psychology, and social science. Subsequently, a new modeling method for the multidimensional potential field mechanism is proposed, aiming to reduce individual behavioral errors and cognitive dissonance, thereby improving system efficiency and accuracy. The approach uses cooperative control and distributed learning algorithms to simulate collective behavior, allowing individuals to iteratively adapt based on local information and collective intelligence. Simulations highlight the impact of factors such as individual density, noise intensity, communication radius, and negative potential fields on collective dynamics. For instance, in a high-density environment with 180 individuals, increased social friction and competition for resources significantly decrease collective search efficiency. Validation is achieved by comparing simulation results with existing research, showing consistency and improvements over traditional models. In noisy environments, simulations maintain higher accuracy and group cohesion compared to standard methods. Additionally, without communication, the Mean Squared Error (MSE) initially drops rapidly as individuals adapt but stabilizes over time, emphasizing the importance of communication in maintaining collective efficiency. The study concludes that collective behavior emerges from complex nonlinear interactions between individual cognition and potential fields, rather than being merely the sum of individual actions. These insights enhance the understanding of complex system dynamics, providing a foundation for future applications in adaptive urban environments and the design of autonomous robots and AI systems.
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