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Equilibrium Point in Quantum Physics and its Inspiration to Game Theory

机译:量子物理中的平衡点及其对博弈论的启示

摘要

Most of atoms and molecule found in nature are capable of evolving towardsand staying at their ground states, the lowest energy states. This paper offersa global optimization approach to understand the ground state as theequilibrium point of an $n$-player game under cooperation. With the sameapproach, Nash equilibrium can be viewed as the equilibrium point undercompetition. The former can offer higher payoffs and stability of game playingthan the later. It is truly an inspiration from nature for us to buildsocieties for quality and stability under cooperation rather than competition.
机译:自然界中发现的大多数原子和分子都能够进化并保持其基态(最低能态)。本文提供了一种全局优化方法,可以将基础状态理解为合作下的$ n $玩家游戏的平衡点。在相同的方法下,纳什均衡可以看作是竞争不足的均衡点。前者可以提供比后者更高的收益和游戏稳定性。对我们而言,在合作而不是竞争下建立质量与稳定的社会对我们而言,确实是从大自然中获得的灵感。

著录项

  • 作者

    Huang, Xiaofei;

  • 作者单位
  • 年度 2010
  • 总页数
  • 原文格式 PDF
  • 正文语种 {"code":"en","name":"English","id":9}
  • 中图分类

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