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Type-2 fuzzy mathematical modeling and analysis of the dynamical behaviors of complex ecosystems

机译:复杂生态系统动力学行为的2型模糊数学建模和分析

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摘要

It is very complex to model, study and analyze the dynamical behavior of the complex ecosystems. Many ecological theoretical problems are based on niche. The niche one species occupies and the relation between niches of different species will directly influence the species' dynamical behavior. The discussion of niche has been very important to an ecosystem. Fuzzy set theory gave a new creative method to form the niche of a species. Based on broadband effect inherent in membership function of type-2 fuzzy set, the dynamic niche model of fuzzy niche theory is proposed. It is applied to explain the relationship between niches' separating degree and competition of species and study the dynamical behavior emerging in the competition bio-system. It also analyses the case of the biological synergism in a simulate Lotka-Volterra competition bio-system based on niches.
机译:建模,研究和分析复杂生态系统的动力学行为非常复杂。许多生态理论问题都基于生态位。生态位一物种占据的位置,不同物种生态位之间的关系将直接影响该物种的动力行为。生态位的讨论对生态系统非常重要。模糊集理论为形成物种的生态位提供了一种新的创造性方法。基于2型模糊集隶属函数固有的宽带效应,提出了模糊生态位理论的动态生态位模型。它被用来解释生态位的分离程度与物种竞争之间的关系,并研究竞争生物系统中出现的动力学行为。它还分析了基于生态位的模拟Lotka-Volterra竞争生物系统中生物协同作用的情况。

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