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贝氏拟态和缪勒拟态中的拟态获益。

Mimetic gain in batesian and Müllerian mimicry.

作者信息

Hadeler K P, de Mottoni P, Tesei A

机构信息

Lehrstuhl für Biomathematik, Universität Tübingen, Auf der Morgenstelle 28, D-7400, Tübingen, Federal Republic of Germany.

Istituto per le Applicazioni del Calcolo, "Mauro Picone", Viale del Policlinico, 137, I-00161, Rome, Italy.

出版信息

Oecologia. 1982 Apr;53(1):84-92. doi: 10.1007/BF00377140.

Abstract

Starting from field investigations and experiments on mimetic butterfly populations a model for two mimetic species is developed. The model comprises various features such as the growth rates and carrying capacities of the two species, their unpalatability to predators, the recruitment and the training of the predators and, most important, the similarity of the two mimetic species. The model ranges from pure Batesian to pure Müllerian mimicry over a spectrum of possible cases. The mimetic gain is introduced as the relative increase in equilibrium density in a mimetic situation as compared to a situation where mimicry is not present. The dependence of this quantity on parameters as growth rate, carrying capacity, unpalatability, and similarity is investigated using numerical methods.

摘要

从对拟态蝴蝶种群的实地调查和实验出发,建立了一个关于两种拟态物种的模型。该模型包含多种特征,如两种物种的增长率和承载能力、它们对捕食者的不可食性、捕食者的招募和训练,以及最重要的,两种拟态物种的相似性。该模型涵盖了从纯贝氏拟态到纯缪勒拟态的一系列可能情况。拟态增益被定义为与不存在拟态的情况相比,拟态情况下平衡密度的相对增加。使用数值方法研究了这个量对诸如增长率、承载能力、不可食性和相似性等参数的依赖性。

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