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Survival analysis of a single-species population model with fluctuations and migrations between patches

机译:斑块之间具有波动和迁移的单物种种群模型的生存分析

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We formulate a single-species population model with fluctuations and migrations between two different patches (the nature reserve and the natural environment) to describe the situation that endangered species often meets with. Firstly, we prove that there exists a unique global positive solution to a stochastic single-species model with any positive initial value. Then, sufficient conditions that guarantee extinction and persistence in the mean of solutions are derived as the main results. It turns out that, under moderate fluctuation conditions, migration rates play significant roles for the persistence of endangered species in nature reserve and the natural environment. We further provide the sustainable strategies for local managers to avoid the extinction of endangered species, and separately carry out illustrative examples and numerical simulations at the end of this contribution.
机译:我们建立了具有两个不同斑块(自然保护区和自然环境)之间的波动和迁移的单物种种群模型,以描述濒危物种经常遇到的情况。首先,我们证明对于具有任意正初始值的随机单物种模型,存在唯一的全局正解。然后,得出了保证灭绝和持久的均值解的充分条件作为主要结果。事实证明,在适度的波动条件下,迁移速度对于濒临灭绝物种在自然保护区和自然环境中的持久生存起着重要作用。我们还为当地管理者提供了可持续的策略,以避免濒临灭绝的物种灭绝,并在此贡献的结尾分别进行了说明性示例和数值模拟。

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