Do Not Divide Count Data with Count Data; A Story from Pollination Ecology with Implications Beyond.

Studies in ecology are often describing observed variations in a certain ecological phenomenon by use of environmental explanatory variables. A common problem is that the numerical nature of the ecological phenomenon does not always fit the assumptions underlying traditional statistical tests. A tex...

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Main Authors: Trond Reitan, Anders Nielsen
Format: Article
Language:English
Published: Public Library of Science (PLoS) 2016-01-01
Series:PLoS ONE
Online Access:http://europepmc.org/articles/PMC4752487?pdf=render
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spelling doaj-219adbfb7171426595111eefd78a6f852020-11-25T02:23:37ZengPublic Library of Science (PLoS)PLoS ONE1932-62032016-01-01112e014912910.1371/journal.pone.0149129Do Not Divide Count Data with Count Data; A Story from Pollination Ecology with Implications Beyond.Trond ReitanAnders NielsenStudies in ecology are often describing observed variations in a certain ecological phenomenon by use of environmental explanatory variables. A common problem is that the numerical nature of the ecological phenomenon does not always fit the assumptions underlying traditional statistical tests. A text book example comes from pollination ecology where flower visits are normally reported as frequencies; number of visits per flower per unit time. Using visitation frequencies in statistical analyses comes with two major caveats: the lack of knowledge on its error distribution and that it does not include all information found in the data; 10 flower visits in 20 flowers is treated the same as recording 100 visits in 200 flowers. We simulated datasets with various "flower visitation distributions" over various numbers of flowers observed (exposure) and with different types of effects inducing variation in the data. The different datasets were then analyzed first with the traditional approach using number of visits per flower and then by using count data models. The analysis of count data gave a much better chance of detecting effects than the traditionally used frequency approach. We conclude that if the data structure, statistical analyses and interpretations of results are mixed up, valuable information can be lost.http://europepmc.org/articles/PMC4752487?pdf=render
collection DOAJ
language English
format Article
sources DOAJ
author Trond Reitan
Anders Nielsen
spellingShingle Trond Reitan
Anders Nielsen
Do Not Divide Count Data with Count Data; A Story from Pollination Ecology with Implications Beyond.
PLoS ONE
author_facet Trond Reitan
Anders Nielsen
author_sort Trond Reitan
title Do Not Divide Count Data with Count Data; A Story from Pollination Ecology with Implications Beyond.
title_short Do Not Divide Count Data with Count Data; A Story from Pollination Ecology with Implications Beyond.
title_full Do Not Divide Count Data with Count Data; A Story from Pollination Ecology with Implications Beyond.
title_fullStr Do Not Divide Count Data with Count Data; A Story from Pollination Ecology with Implications Beyond.
title_full_unstemmed Do Not Divide Count Data with Count Data; A Story from Pollination Ecology with Implications Beyond.
title_sort do not divide count data with count data; a story from pollination ecology with implications beyond.
publisher Public Library of Science (PLoS)
series PLoS ONE
issn 1932-6203
publishDate 2016-01-01
description Studies in ecology are often describing observed variations in a certain ecological phenomenon by use of environmental explanatory variables. A common problem is that the numerical nature of the ecological phenomenon does not always fit the assumptions underlying traditional statistical tests. A text book example comes from pollination ecology where flower visits are normally reported as frequencies; number of visits per flower per unit time. Using visitation frequencies in statistical analyses comes with two major caveats: the lack of knowledge on its error distribution and that it does not include all information found in the data; 10 flower visits in 20 flowers is treated the same as recording 100 visits in 200 flowers. We simulated datasets with various "flower visitation distributions" over various numbers of flowers observed (exposure) and with different types of effects inducing variation in the data. The different datasets were then analyzed first with the traditional approach using number of visits per flower and then by using count data models. The analysis of count data gave a much better chance of detecting effects than the traditionally used frequency approach. We conclude that if the data structure, statistical analyses and interpretations of results are mixed up, valuable information can be lost.
url http://europepmc.org/articles/PMC4752487?pdf=render
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