4.7 Article

mFD: an R package to compute and illustrate the multiple facets of functional diversity

期刊

ECOGRAPHY
卷 2022, 期 1, 页码 -

出版社

WILEY
DOI: 10.1111/ecog.05904

关键词

alpha-diversity; beta-diversity; functional entities; functional space; functional traits; Hill numbers

资金

  1. University of Montpellier MUSE (BUBOT)
  2. Centre for the Synthesis and Analysis of Biodiversity (CESAB) of the Foundation for Research on Biodiversity (FRB)
  3. European Union's Horizon 2020 (MaCoBioS project) [869710]
  4. 'etoile montante' fellowship from the 'Pays de la Loire' region [2020_10792]
  5. FAIRFISH project (ERC grant) [759457]
  6. EDF
  7. ANR grant (EXOFISHMED project) [ANR-17-CE32-0003]
  8. Agence Nationale de la Recherche (ANR) [ANR-17-CE32-0003] Funding Source: Agence Nationale de la Recherche (ANR)

向作者/读者索取更多资源

Functional diversity, an important concept in ecology and conservation, has been increasingly studied over the past two decades. The mFD package is a comprehensive tool that utilizes species trait data and assemblage matrices to calculate various FD indices and visualize species distribution in functional spaces. With functions for data summarization, distance calculation, clustering analysis, and graphical representation, mFD provides a user-friendly framework for assessing and understanding functional diversity.
Functional diversity (FD), the diversity of organism attributes that relates to their interactions with the abiotic and biotic environment, has been increasingly used for the last two decades in ecology, biogeography and conservation. Yet, FD has many facets and their estimations are not standardized nor embedded in a single tool. mFD (multifaceted functional diversity) is an R package that uses matrices of species assemblages and species trait values as building blocks to compute most FD indices. mFD is firstly based on two functions allowing the user to summarize trait and assemblage data. Then it calculates trait-based distances between species pairs, informs the user whether species have to be clustered into functional entities and finally computes multidimensional functional space. To let the user choose the most appropriate functional space for computing multidimensional functional diversity indices, two mFD functions allow assessing and illustrating the quality of each functional space. Next, mFD provides 6 core functions to calculate 16 existing FD indices based on trait-based distances, functional entities or species position in a functional space. The mFD package also provides graphical functions based on the ggplot library to illustrate FD values through customizable and high-resolution plots of species distribution among functional entities or in a multidimensional space. All functions include internal validation processes to check for errors in data formatting which return detailed error messages. To facilitate the use of mFD framework, we built an associated website hosting five tutorials illustrating the use of all the functions step by step.

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