2019
DOI: 10.1098/rsif.2018.0747
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Unmasking structural patterns in incidence matrices: an application to ecological data

Abstract: Null models have become a crucial tool for understanding structure within incidence matrices across multiple biological contexts. For example, they have been widely used for the study of ecological and biogeographic questions, testing hypotheses regarding patterns of community assembly, species co-occurrence and biodiversity. However, to our knowledge we remain without a general and flexible approach to study the mechanisms explaining such structures. Here, we provide a method for generating ‘correlati… Show more

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Cited by 4 publications
(6 citation statements)
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“…We used a null model approach to test for the influence of spatial and geographic constraints on the observed modular structure of intertidal meiofaunal assemblages. Specifically, we employed a novel class of null models, namely correlation-informed, which combines classical approaches (e.g., the swap algorithm, Gotelli and Entsminger, 2001) with tools from community ecology (e.g., joint statistical modelling, Mora et al, 2019). Basically, a correlation-informed null model allows assessing the predictive power of a given correlation matrix defining the relationship among the m columns (or n rows) on the structural pattern observed within an incidence matrix.…”
Section: Null Model Analysesmentioning
confidence: 99%
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“…We used a null model approach to test for the influence of spatial and geographic constraints on the observed modular structure of intertidal meiofaunal assemblages. Specifically, we employed a novel class of null models, namely correlation-informed, which combines classical approaches (e.g., the swap algorithm, Gotelli and Entsminger, 2001) with tools from community ecology (e.g., joint statistical modelling, Mora et al, 2019). Basically, a correlation-informed null model allows assessing the predictive power of a given correlation matrix defining the relationship among the m columns (or n rows) on the structural pattern observed within an incidence matrix.…”
Section: Null Model Analysesmentioning
confidence: 99%
“…Basically, a correlation-informed null model allows assessing the predictive power of a given correlation matrix defining the relationship among the m columns (or n rows) on the structural pattern observed within an incidence matrix. Predictions are then defined by fitting the observed links to a logistic regression using generalized linear mixed models (Mora et al, 2019). The estimated rewiring probability (pij) represents a bias in the null model, providing a way of weighting the randomization process based on the correlation matrix.…”
Section: Null Model Analysesmentioning
confidence: 99%
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