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合作、非自愿叛逃与多态演化博弈。

Cooperation, involuntary defection, and Polymorphic Evolutionary Games.

机构信息

Maapilei Egoz 36, Tel Aviv, 6743732, Israel.

出版信息

Biosystems. 2021 Aug;206:104428. doi: 10.1016/j.biosystems.2021.104428. Epub 2021 Apr 22.

DOI:10.1016/j.biosystems.2021.104428
PMID:33894287
Abstract

The subject of involuntary defection in the context of cycles of interaction approach to direct reciprocal cooperation was introduced some time ago (J. Theor. Biol., 242: 873-879). Current work is motivated by the subsequent accumulation of empirical evidence and the advances in the methodology of evolutionary games. In recent decades it become clear that individuals in many animal species vary consistently in their behavioral responses to specific challenges-animal personality. Moreover, these differences have a hereditary component. Finally, investigations into the effects of neuropeptides on behavior suggest that the variations in animal personalities involve polymorphisms based on non-Mendelian heritability within the neuropeptide signaling systems. The last observation suggests that animal personalities can be productively analyzed via Polymorphic Evolutionary Games, which allow us to add genetic model(s) to standard (phenotypic) evolutionary games. Such an analysis of reciprocal cooperation is the subject of the current paper. The results indicate that there is a marked difference between models that assume Mendelian vs. non-Mendelian inheritance of the pertinent traits. Monomorphic and polymorphic-Mendelian models predict pure-strategy (single phenotype) ESS, whereas the non-Mendelian genetic model predicts a mixed strategy ESS exhibiting all three phenotypes.

摘要

在直接互惠合作的交互循环方法的背景下,非自愿叛逃的主题被引入了一段时间(J. Theor. Biol.,242: 873-879)。当前的工作是由随后积累的经验证据和进化博弈论方法的进展所驱动的。近几十年来,人们清楚地认识到,许多动物物种的个体在对特定挑战(动物个性)的行为反应上存在一致的变化。此外,这些差异具有遗传成分。最后,对神经肽对行为的影响的研究表明,动物个性的变化涉及基于神经肽信号系统中非孟德尔遗传的多态性。最后一个观察结果表明,可以通过多态进化博弈对动物个性进行分析,这使我们能够将遗传模型添加到标准(表型)进化博弈中。互惠合作的这种分析是当前论文的主题。结果表明,假设相关特征的孟德尔或非孟德尔遗传的模型之间存在明显差异。单态和多态-孟德尔模型预测纯策略(单一表型)ESS,而非孟德尔遗传模型则预测表现出所有三种表型的混合策略 ESS。

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