Slow recovery from perturbations as a generic indicator of a nearby catastrophic shift

被引:388
作者
van Nes, Egbert H. [1 ]
Scheffer, Marten [1 ]
机构
[1] Wageningen Univ, Dept Aquat Ecol & Water Qual Management, NL-6700 DD Wageningen, Netherlands
关键词
alternative stable states; catastrophic bifurcations; critical slowing down; early warning signals; resilience; return time;
D O I
10.1086/516845
中图分类号
Q14 [生态学(生物生态学)];
学科分类号
071012 ; 0713 ;
摘要
The size of the basin of attraction in ecosystems with alternative stable states is often referred to as "ecological resilience." Ecosystems with a low ecological resilience may easily be tipped into an alternative basin of attraction by a stochastic event. Unfortunately, it is very difficult to measure ecological resilience in practice. Here we show that the rate of recovery from small perturbations ( sometimes called "engineering resilience") is a remarkably good indicator of ecological resilience. Such recovery rates decrease as a catastrophic regime shift is approached, a phenomenon known in physics as "critical slowing down." We demonstrate the robust occurrence of critical slowing down in six ecological models and outline a possible experimental approach to quantify differences in recovery rates. In all the models we analyzed, critical slowing down becomes apparent quite far from a threshold point, suggesting that it may indeed be of practical use as an early warning signal. Despite the fact that critical slowing down could also indicate other critical transitions, such as a stable system becoming oscillatory, the robustness of the phenomenon makes it a promising indicator of loss of resilience and the risk of upcoming regime shifts in a system.
引用
收藏
页码:738 / 747
页数:10
相关论文
共 50 条
[1]   The crystal ball of chaos [J].
Adler, R .
NATURE, 2001, 414 (6863) :480-481
[2]   Abrupt climate change [J].
Alley, RB .
SCIENTIFIC AMERICAN, 2004, 291 (05) :62-69
[3]  
[Anonymous], 2019, Nonlinear Dynamics and Chaos: With Applications to Physics, Biology, Chemistry, and Engineering
[4]   CONCEPTS OF STABILITY AND RESILIENCE IN PREDATOR-PREY MODELS [J].
BEDDINGTON, JR ;
FREE, CA ;
LAWTON, JH .
JOURNAL OF ANIMAL ECOLOGY, 1976, 45 (03) :791-816
[5]   PERTURBATION EXPERIMENTS IN COMMUNITY ECOLOGY - THEORY AND PRACTICE [J].
BENDER, EA ;
CASE, TJ ;
GILPIN, ME .
ECOLOGY, 1984, 65 (01) :1-13
[6]   A systems model approach to determining resilience surrogates for case studies [J].
Bennett, EM ;
Cumming, GS ;
Peterson, GD .
ECOSYSTEMS, 2005, 8 (08) :945-957
[7]   A formal model of theory choice in science [J].
Brock, WA ;
Durlauf, SN .
ECONOMIC THEORY, 1999, 14 (01) :113-130
[8]  
Brock WA, 2006, ECOL SOC, V11
[9]   From metaphor to measurement: Resilience of what to what? [J].
Carpenter, S ;
Walker, B ;
Anderies, JM ;
Abel, N .
ECOSYSTEMS, 2001, 4 (08) :765-781
[10]  
Carpenter SR, 1999, ECOL APPL, V9, P751, DOI 10.1890/1051-0761(1999)009[0751:MOEFLS]2.0.CO