Department of Zoology, Stockholm University, Stockholm 106 91, Sweden.
School of Mathematics, University of Bristol, Bristol BS8 1UG, UK.
Philos Trans R Soc Lond B Biol Sci. 2023 May 8;378(1876):20210509. doi: 10.1098/rstb.2021.0509. Epub 2023 Mar 20.
Game theory in biology gained prominence 50 years ago, when Maynard Smith & Price formulated the concept of an evolutionarily stable strategy (ESS). Their aim was to explain why conflicts between animals of the same species usually are of a 'limited war' type, not causing serious injury. They emphasized that game theory is an alternative to previous ideas about group selection, which were used by ethologists to explain limited aggression. Subsequently, the ESS concept was applied to many phenomena with frequency dependence in the evolutionary success of strategies, including sex allocation, alternative mating types, contest behaviour and signalling, cooperation, and parental care. Both the analyses of signalling and cooperation were inspired by similar problems in economics and attracted much attention in biology. Here we give a perspective on which of the ambitions in the field have been achieved, with a focus on contest behaviour and cooperation. We evaluate whether the game-theoretical study of the evolution of cooperation has measured up to expectations in explaining the behaviour of non-human animals. We also point to potentially fruitful directions for the field, and emphasize the importance of incorporating realistic behavioural mechanisms into models. This article is part of the theme issue 'Half a century of evolutionary games: a synthesis of theory, application and future directions'.
50 年前,生物学中的博弈论开始受到重视,当时梅纳德·史密斯(Maynard Smith)和普赖斯(Price)提出了进化稳定策略(ESS)的概念。他们的目的是解释为什么同种动物之间的冲突通常是“有限战争”类型的,而不会造成严重伤害。他们强调,博弈论是对群体选择理论的替代,群体选择理论被动物行为学家用来解释有限的攻击性。随后,ESS 概念被应用于许多具有策略进化中频率依赖性的现象,包括性别分配、交配类型的替代、竞争行为和信号传递、合作和亲代养育。信号传递和合作的分析都受到了经济学中类似问题的启发,并在生物学中引起了广泛关注。在这里,我们从竞争行为和合作的角度来审视该领域的哪些目标已经实现。我们评估了合作的博弈论研究在解释非人类动物的行为方面是否符合预期。我们还指出了该领域可能有成效的方向,并强调了将现实行为机制纳入模型的重要性。本文是主题为“进化博弈论的半个世纪:理论、应用和未来方向的综合”的一部分。