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Resilience and tipping points of an exploited fish population over six decades

机译:六十年来被开发鱼类种群的复原力和临界点

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Complex natural systems with eroded resilience, such as populations, ecosystems and socio-ecological systems, respond to small perturbations with abrupt, discontinuous state shifts, or critical transitions. Theory of critical transitions suggests that such systems exhibit fold bifurcations featuring folded response curves, tipping points and alternate attractors. However, there is little empirical evidence of fold bifurcations occurring in actual complex natural systems impacted by multiple stressors. Moreover, resilience of complex systems to change currently lacks clear operational measures with generic application. Here, we provide empirical evidence for the occurrence of a fold bifurcation in an exploited fish population and introduce a generic measure of ecological resilience based on the observed fold bifurcation attributes. We analyse the multivariate development of Barents Sea cod (Gadus morhua), which is currently the world's largest cod stock, over six decades (1949-2009), and identify a population state shift in 1981. By plotting a multivariate population index against a multivariate stressor index, the shift mechanism was revealed suggesting that the observed population shift was a nonlinear response to the combined effects of overfishing and climate change. Annual resilience values were estimated based on the position of each year in relation to the fitted attractors and assumed tipping points of the fold bifurcation. By interpolating the annual resilience values, a folded stability landscape was fit, which was shaped as predicted by theory. The resilience assessment suggested that the population may be close to another tipping point. This study illustrates how a multivariate analysis, supported by theory of critical transitions and accompanied by a quantitative resilience assessment, can clarify shift mechanisms in data-rich complex natural systems.
机译:诸如人口,生态系统和社会生态系统等具有复原力下降的复杂自然系统,会对突然的,不连续的状态转变或临界转变产生的细微扰动做出反应。临界跃迁理论表明,此类系统表现出具有折叠的响应曲线,临界点和交替的吸引子的折叠分叉。但是,几乎没有经验证据表明在受多种压力影响的实际复杂自然系统中会发生折叠分叉。此外,复杂系统改变的弹性目前缺乏通用应用的明确操作措施。在这里,我们为剥削的鱼类种群中发生折叠分叉提供了经验证据,并根据观察到的折叠分叉属性介绍了生态适应力的一般度量。我们分析了六十年来(1949-2009年)巴伦支海鳕鱼(Gadus morhua)(目前是世界上最大的鳕鱼种群)的多元发展,并确定了1981年的种群状态转移。应激指数,揭示了这种转移机制,表明观察到的种群转移是对过度捕捞和气候变化综合影响的非线性反应。每年的弹性值是根据每年相对于合适的吸引子的位置以及折叠分叉的假定临界点估算的。通过对年度回弹值进行插值,可以拟合出折叠的稳定性图,其形状如理论所预测。复原力评估表明,人口可能接近另一个临界点。这项研究说明了多变量分析如何在关键过渡理论的支持下以及定量的抵御力评估相结合,如何阐明数据丰富的复杂自然系统中的转移机制。

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