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Ranking of critical species to preserve the functionality of mutualistic networks using the k-core decomposition

BACKGROUND: Network analysis has become a relevant approach to analyze cascading species extinctions resulting from perturbations on mutualistic interactions as a result of environmental change. In this context, it is essential to be able to point out key species, whose stability would prevent casca...

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Autores principales: García-Algarra, Javier, Pastor, Juan Manuel, Iriondo, José María, Galeano, Javier
Formato: Online Artículo Texto
Lenguaje:English
Publicado: PeerJ Inc. 2017
Materias:
Acceso en línea:https://www.ncbi.nlm.nih.gov/pmc/articles/PMC5438587/
https://www.ncbi.nlm.nih.gov/pubmed/28533969
http://dx.doi.org/10.7717/peerj.3321
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author García-Algarra, Javier
Pastor, Juan Manuel
Iriondo, José María
Galeano, Javier
author_facet García-Algarra, Javier
Pastor, Juan Manuel
Iriondo, José María
Galeano, Javier
author_sort García-Algarra, Javier
collection PubMed
description BACKGROUND: Network analysis has become a relevant approach to analyze cascading species extinctions resulting from perturbations on mutualistic interactions as a result of environmental change. In this context, it is essential to be able to point out key species, whose stability would prevent cascading extinctions, and the consequent loss of ecosystem function. In this study, we aim to explain how the k-core decomposition sheds light on the understanding the robustness of bipartite mutualistic networks. METHODS: We defined three k-magnitudes based on the k-core decomposition: k-radius, k-degree, and k-risk. The first one, k-radius, quantifies the distance from a node to the innermost shell of the partner guild, while k-degree provides a measure of centrality in the k-shell based decomposition. k-risk is a way to measure the vulnerability of a network to the loss of a particular species. Using these magnitudes we analyzed 89 mutualistic networks involving plant pollinators or seed dispersers. Two static extinction procedures were implemented in which k-degree and k-risk were compared against other commonly used ranking indexes, as for example MusRank, explained in detail in Material and Methods. RESULTS: When extinctions take place in both guilds, k-risk is the best ranking index if the goal is to identify the key species to preserve the giant component. When species are removed only in the primary class and cascading extinctions are measured in the secondary class, the most effective ranking index to identify the key species to preserve the giant component is k-degree. However, MusRank index was more effective when the goal is to identify the key species to preserve the greatest species richness in the second class. DISCUSSION: The k-core decomposition offers a new topological view of the structure of mutualistic networks. The new k-radius, k-degree and k-risk magnitudes take advantage of its properties and provide new insight into the structure of mutualistic networks. The k-risk and k-degree ranking indexes are especially effective approaches to identify key species to preserve when conservation practitioners focus on the preservation of ecosystem functionality over species richness.
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spelling pubmed-54385872017-05-22 Ranking of critical species to preserve the functionality of mutualistic networks using the k-core decomposition García-Algarra, Javier Pastor, Juan Manuel Iriondo, José María Galeano, Javier PeerJ Ecology BACKGROUND: Network analysis has become a relevant approach to analyze cascading species extinctions resulting from perturbations on mutualistic interactions as a result of environmental change. In this context, it is essential to be able to point out key species, whose stability would prevent cascading extinctions, and the consequent loss of ecosystem function. In this study, we aim to explain how the k-core decomposition sheds light on the understanding the robustness of bipartite mutualistic networks. METHODS: We defined three k-magnitudes based on the k-core decomposition: k-radius, k-degree, and k-risk. The first one, k-radius, quantifies the distance from a node to the innermost shell of the partner guild, while k-degree provides a measure of centrality in the k-shell based decomposition. k-risk is a way to measure the vulnerability of a network to the loss of a particular species. Using these magnitudes we analyzed 89 mutualistic networks involving plant pollinators or seed dispersers. Two static extinction procedures were implemented in which k-degree and k-risk were compared against other commonly used ranking indexes, as for example MusRank, explained in detail in Material and Methods. RESULTS: When extinctions take place in both guilds, k-risk is the best ranking index if the goal is to identify the key species to preserve the giant component. When species are removed only in the primary class and cascading extinctions are measured in the secondary class, the most effective ranking index to identify the key species to preserve the giant component is k-degree. However, MusRank index was more effective when the goal is to identify the key species to preserve the greatest species richness in the second class. DISCUSSION: The k-core decomposition offers a new topological view of the structure of mutualistic networks. The new k-radius, k-degree and k-risk magnitudes take advantage of its properties and provide new insight into the structure of mutualistic networks. The k-risk and k-degree ranking indexes are especially effective approaches to identify key species to preserve when conservation practitioners focus on the preservation of ecosystem functionality over species richness. PeerJ Inc. 2017-05-18 /pmc/articles/PMC5438587/ /pubmed/28533969 http://dx.doi.org/10.7717/peerj.3321 Text en ©2017 García-Algarra et al. http://creativecommons.org/licenses/by/4.0/ This is an open access article distributed under the terms of the Creative Commons Attribution License (http://creativecommons.org/licenses/by/4.0/) , which permits unrestricted use, distribution, reproduction and adaptation in any medium and for any purpose provided that it is properly attributed. For attribution, the original author(s), title, publication source (PeerJ) and either DOI or URL of the article must be cited.
spellingShingle Ecology
García-Algarra, Javier
Pastor, Juan Manuel
Iriondo, José María
Galeano, Javier
Ranking of critical species to preserve the functionality of mutualistic networks using the k-core decomposition
title Ranking of critical species to preserve the functionality of mutualistic networks using the k-core decomposition
title_full Ranking of critical species to preserve the functionality of mutualistic networks using the k-core decomposition
title_fullStr Ranking of critical species to preserve the functionality of mutualistic networks using the k-core decomposition
title_full_unstemmed Ranking of critical species to preserve the functionality of mutualistic networks using the k-core decomposition
title_short Ranking of critical species to preserve the functionality of mutualistic networks using the k-core decomposition
title_sort ranking of critical species to preserve the functionality of mutualistic networks using the k-core decomposition
topic Ecology
url https://www.ncbi.nlm.nih.gov/pmc/articles/PMC5438587/
https://www.ncbi.nlm.nih.gov/pubmed/28533969
http://dx.doi.org/10.7717/peerj.3321
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