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Author (up) Marcon, E.; Scotti, I.; Herault, B.; Rossi, V.; Lang, G. pdf  url
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  Title Generalization of the partitioning of Shannon diversity Type Journal Article
  Year 2014 Publication PLoS ONE Abbreviated Journal PLoS ONE  
  Volume 9 Issue 3 Pages e90289  
  Keywords  
  Abstract Traditional measures of diversity, namely the number of species as well as Simpson's and Shannon's indices, are particular cases of Tsallis entropy. Entropy decomposition, i.e. decomposing gamma entropy into alpha and beta components, has been previously derived in the literature. We propose a generalization of the additive decomposition of Shannon entropy applied to Tsallis entropy. We obtain a self-contained definition of beta entropy as the information gain brought by the knowledge of each community composition. We propose a correction of the estimation bias allowing to estimate alpha, beta and gamma entropy from the data and eventually convert them into true diversity. We advocate additive decomposition in complement of multiplicative partitioning to allow robust estimation of biodiversity. © 2014 Marcon et al.  
  Address INRA, UMR 518 Math. Info. Appli, Paris, France  
  Corporate Author Thesis  
  Publisher Public Library of Science Place of Publication Editor  
  Language Summary Language Original Title  
  Series Editor Series Title Abbreviated Series Title  
  Series Volume Series Issue Edition  
  ISSN 19326203 (Issn) ISBN Medium  
  Area Expedition Conference  
  Notes Export Date: 18 April 2014; Source: Scopus; Art. No.: e90289; Coden: Polnc; Language of Original Document: English Approved no  
  Call Number EcoFoG @ webmaster @ Serial 538  
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