2021
DOI: 10.1002/eap.2453
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Bridging the gap between commercial fisheries and survey data to model the spatiotemporal dynamics of marine species

Abstract: Monitoring and assessment of natural resources often require inputs from multiple data sources. In fisheries science, for example, the inference of a species’ abundance distribution relies on two main data sources, namely commercial fisheries and scientific survey data. Despite efforts to combine these data into an integrated statistical model, their coupling is frequently hampered due to differences in their sampling designs, which imposes distinct bias sources in the estimator of the abundance distribution. … Show more

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Cited by 41 publications
(42 citation statements)
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“…species abundance) (Conn et al, 2017;Diggle et al, 2010;Pennino et al, 2019). Such preferential sampling violates a statistical assumption that sampling locations have been chosen independently of the value expected at a given location and can result in biased predictions of abundance and distribution (Alglave et al, 2022;Conn et al, 2017;Diggle et al, 2010;Pennino et al, 2019;Rufener et al, 2021).…”
Section: Introductionmentioning
confidence: 99%
“…species abundance) (Conn et al, 2017;Diggle et al, 2010;Pennino et al, 2019). Such preferential sampling violates a statistical assumption that sampling locations have been chosen independently of the value expected at a given location and can result in biased predictions of abundance and distribution (Alglave et al, 2022;Conn et al, 2017;Diggle et al, 2010;Pennino et al, 2019;Rufener et al, 2021).…”
Section: Introductionmentioning
confidence: 99%
“…Further development of methods, such as Bayesian sampling approaches ( e.g ., Margossian et al, 2020 ), that improve computation are critical advancements, especially for working with large datasets (as is common in ecology). Data assimilation: Exploring methods for combining multiple data sources ( e.g ., Grüss & Thorson, 2019 ; Webster et al, 2020 ; Rufener et al, 2021 ) in the estimation process is another frontier that will greatly further SDM development. The need for such methods arises commonly because there are limited resources for data collection, sampling methods and intensity change over time (resulting in spatially and temporally imbalanced datasets), and researchers are often interested in phenomena at broader ecological scales than can be evaluated using a single data source.…”
Section: Discussionmentioning
confidence: 99%
“…Evaluating the fit of predictive process SDMs and validating assumptions about structure involves considerations that are shared among many statistical models, but also includes others that are specific to—or particularly important for—spatial or spatiotemporal modeling. Examples of diagnostics for SDMs include the analysis of temporal or spatial autocorrelation in residuals ( Cressie & Wikle, 2015 ; Ward et al, 2018 ), randomized quantile residuals ( Dunn & Smyth, 1996 ; Hartig, 2021 ), one-step ahead residuals ( Thygesen et al, 2017 ; Breivik et al, 2021 ), residuals from MCMC draws from the posterior ( e.g ., Rufener et al, 2021 ), and examining evidence of non-stationarity. The choice of additional metrics of fit often follows from previous decisions about model structure.…”
Section: Methodsmentioning
confidence: 99%
“…For state-space models, these residuals have known statistical issues (Thygesen et al 2017) but are quick to calculate. Simulation-based residuals (Hartig 2021) (dharma_residuals()), one-step-ahead residuals (Thygesen et al 2017), or residuals from a single MCMC draw (e.g., Rufener et al 2021) are also possible, but are slower. (5) The simulate.sdmTMB() method can simulate from fitted models and the sdmTMB_simulate() function can simulate entirely new data to which models can be fit to ensure identifiability, evaluate bias and precision in parameter estimation, or evaluate the consequences of model misspecification.…”
Section: Model Validation and Selectionmentioning
confidence: 99%
“…Simulation-based residuals (Hartig 2021) (), one-step-ahead residuals (Thygesen et al . 2017), or residuals from a single MCMC draw (e.g., Rufener et al . 2021) are also possible, but are slower.…”
Section: Model Descriptionmentioning
confidence: 99%