2018
DOI: 10.1111/2041-210x.13058
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Monitoring ecosystem degradation using spatial data and the R package spatialwarnings

Abstract: Some ecosystems show nonlinear responses to gradual changes in environmental conditions, once a threshold in conditions—or critical point—is passed. This can lead to wide shifts in ecosystem states, possibly with dramatic ecological and economic consequences. Such behaviours have been reported in drylands, savannas, coral reefs or shallow lakes for example. Important research effort of the last decade has been devoted to identifying indicators that would help anticipate such ecosystem shifts and avoid their ne… Show more

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Cited by 27 publications
(35 citation statements)
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“…We compute spatial variance and spatial ACF‐1 using methods from Génin et al. () for each N × N nonoverlapping window of the rectangular matrix. While our method is conceptually derived based on analyses of partial differential equation (PDE) models that describe ecosystem states at a coarse scale ( Maxima of Spatial Variance and Autocorrelation Occur at the Bifurcation Point ), for numerical simulations we have employed a CA model of ecosystem transitions.…”
Section: Methodsmentioning
confidence: 99%
“…We compute spatial variance and spatial ACF‐1 using methods from Génin et al. () for each N × N nonoverlapping window of the rectangular matrix. While our method is conceptually derived based on analyses of partial differential equation (PDE) models that describe ecosystem states at a coarse scale ( Maxima of Spatial Variance and Autocorrelation Occur at the Bifurcation Point ), for numerical simulations we have employed a CA model of ecosystem transitions.…”
Section: Methodsmentioning
confidence: 99%
“…A gap in C. compressa stands (or a patch of algal turfs) was defined as a set of empty (or occupied) cells sharing at least one side with their neighbours. We described, for each experimental transect, the frequency of gap and patch sizes using an inverse-cumulative distribution, which is the probability that the size of gaps (S) was larger than or equal to a given value s, P(S ≥ s), as a function of size (Kéfi et al 2014, Génin et al 2018. Note that in contrast to previous studies, this procedure is not based on binning, which ignores the information of gap-(or patch-) size distribution within each bin.…”
Section: Signatures Of Self-organizationmentioning
confidence: 99%
“…Transects with less than 4 unique gap (patch) sizes were excluded from the fitting procedure (Génin et al 2018). Estimates of models parameters were obtained using the Maximum Likelihood estimation method following the Clauset procedure (Clauset et al, 2009).…”
Section: Signatures Of Self-organizationmentioning
confidence: 99%
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“…Such Spatial Early Warning Signals (SEWS) including patch size distributions (Kéfi et al, ), spatial variance and skewness (Guttal & Jayaprakash, ), spatial autocorrelation (Dakos, van Nes, Donangelo, Fort, & Scheffer, ), wavelength analyses (Carpenter & Brock, ), recovery length (Dai, Korolev, & Gore, ), cross‐scale connectivity (Zurlini, Jones, Riitters, Li, & Petrosillo, ), spatial heteroscedasticity (Seekell & Dakos, ) and Fisher information (Sundstrom et al, ). Compared to temporal indicators, SEWS have the advantage that they can be applied on spatial data with irregular and infrequent temporal resolution (Génin, Majumder, Sankaran, Danet et al, ). The increasing availability and resolution of remotely sensed gridded data (Gómez, White, & Wulder, ) therefore provides a unique opportunity to monitor ecosystem resilience and detect impending regime shifts induced by global change all around the globe.…”
Section: Introductionmentioning
confidence: 99%