Experimental Implementation of Quantum Prisoner Dilemma on IBM Quantum Computers

Kanyangzi Xu, Zhe Wu
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Abstract

Theory of games is an important discipline of applied mathematics, which has found numerous applications in psychology, ecology, and social science. While a well-established framework has been established for classical game theory, extending, and generalizing it towards the quantum domain still has some open questions. In this project, we focus on the prisoner’s dilemma-a standard example of a game analyzed in game theory-in a quantum world. Here, we start with the quantum version of prisoner’s dilemma, explain the quantum circuit implementation for describing the behavior of quantum prisoners, and investigate how quantum entanglement can change their strategies. By using the IBM quantum computer, we experimentally study the quantum prisoner dilemma, and we conclude that the best quantum strategies will break the prisoner’s dilemma.
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量子囚徒困境在IBM量子计算机上的实验实现
博弈论是应用数学的一门重要学科,在心理学、生态学和社会科学中有许多应用。虽然经典博弈论已经建立了一个完善的框架,但将其扩展和推广到量子领域仍然存在一些悬而未决的问题。在这个项目中,我们关注的是量子世界中的囚徒困境——博弈论中博弈分析的一个标准例子。在这里,我们从量子版本的囚徒困境开始,解释描述量子囚徒行为的量子电路实现,并研究量子纠缠如何改变他们的策略。利用IBM量子计算机对量子囚徒困境进行了实验研究,得出了打破囚徒困境的最佳量子策略。
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