Quantum Entanglement and the Emergence of Collaboration in Social Media

N. Solferino, Viviana Solferino, S. Taurino
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Abstract

In this paper, we devise a slightly modified version of the vote with the wallet game used by Becchetti et al. [L. Becchetti and F. Salustri, The vote with the wallet as a multiplayer prisoner’s dilemma, CEIS Tor Vergata Research Paper No. 359, Vol. 13, Issue 10, Centre for Economic and International Studies, Rome, Italy (2015); L. Becchetti, V. Pelligra and F. Salustri, Testing for heterogeneity of preferences in randomized experiments: A satisfaction-based approach applied to multiple prisoner dilemmas, Appl. Econ. Lett. 24(10) (2017) 722–726] for the use of social media, where the player decides whether to responsibly share social knowledge or not. We follow the point of view of Bennet and Bennet [D. Bennet and A. Bennet, Social learning from the inside out: The creation and sharing of knowledge from the mind/brain perspective, in Social Knowledge: Using Social Media to Know What You Know, eds. J. P. Girard and J. L. Girard (IGI Global, 2011), pp. 1–23] according to which another social settings may emerge through the so-called “process of collaborative entanglement.” In this environment, members of a community interact continuously with strong emotional feelings to combine the sources of knowledge and the beneficiaries of that knowledge and move toward a common direction. The application of the model to the quantum game theory substantially confirms that the cooperative strategy becomes the optimal one depending on the frequency of interactions and people’s cultural, geographical and social reachability and traceability.
量子纠缠与社交媒体协作的出现
在本文中,我们使用Becchetti等人使用的钱包游戏设计了一个稍微修改的投票版本。Becchetti和F. Salustri,“钱包作为多人囚犯困境的投票”,CEIS Tor Vergata研究论文第359卷,第13期,第10期,经济与国际研究中心,罗马,意大利(2015);李建军,李建军,李建军。基于满意度的多囚犯困境偏好异质性检验:一种基于满意度的方法。经济学。Lett. 24(10)(2017) 722-726]使用社交媒体,玩家决定是否负责任地分享社交知识。我们遵循本内特和本内特的观点[D]。班纳特和A.班纳特,从内到外的社会学习:从心灵/大脑的角度创造和分享知识,在社会知识:使用社交媒体知道你知道什么,编辑。J. P. Girard和J. L. Girard (IGI Global, 2011), pp. 1-23)认为另一种社会环境可能通过所谓的“协作纠缠过程”出现。在这种环境中,社区成员以强烈的情感不断互动,将知识的来源和知识的受益者结合起来,朝着共同的方向前进。该模型在量子博弈论中的应用实质上证实了合作策略是最优策略,这取决于互动的频率以及人们的文化、地理和社会的可达性和可追溯性。
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