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How to calculate species abundance and diversity |
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| Nov3-11, 06:07 PM | #1 |
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How to calculate species abundance and diversity
1. The problem statement, all variables and given/known data
This is the sample population taken along a 5m transect: ants:9 grasshoppers:1 pill bugs:4 spiders:1 2. Relevant equations What formulas would i use to calculate the species abundance and diversity? 3. The attempt at a solution I only know this formula H'=-[itex]\Sigma[/itex] (n[itex]_{}i[/itex]/N)xIn(n[itex]_{}i[/itex]/N) and i dont know what to do with this formula. 1. The problem statement, all variables and given/known data 2. Relevant equations 3. The attempt at a solution |
| Nov3-11, 06:50 PM | #2 |
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Hi blicker!
![]() Can it be that your formula is actually: ![]() where "ln" is the natural logarithm (and also a button on your calculator), and where ni is the number of individuals of species i? See: http://en.wikipedia.org/wiki/Shannon_index |
| Nov3-11, 07:07 PM | #3 |
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yes thats it! but i dont know what numbers go where or how to calculate it. like would i include the sigma symbol and the letters above and below it?
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| Nov3-11, 07:18 PM | #4 |
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How to calculate species abundance and diversity
The sigma symbol indicates that you have to sum.
So: [tex]H'=-\sum_{i=1}^S {n_i \over N} \ln {n_i \over N} = -({n_1 \over N} \ln {n_1 \over N} + {n_2 \over N} \ln {n_2 \over N} + {n_3 \over N} \ln {n_3 \over N} + {n_4 \over N} \ln {n_4 \over N})[/tex] From wiki: * ni The number of individuals in species i; the abundance of species i. * S The number of species. Also called species richness. * N The total number of all individuals * pi The relative abundance of each species, calculated as the proportion of individuals of a given species to the total number of individuals in the community: [itex]n_i\over N[/itex] |
| Nov3-11, 07:26 PM | #5 |
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so would the equation for ants look like this:
-(9/15)In(9/15) |
| Nov3-11, 07:35 PM | #6 |
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So what you mention is only part of H'. Btw, it is [itex]ln[/itex] ("logarithmus naturalis"). But I can't really tell you what your problem asks. I'm not studying whatever science you're studying - I'm a mathematician. I did find this article about diversity: http://en.wikipedia.org/wiki/Diversity_Index And apparently [itex]n_i[/itex] is the "species abundance". Furthermore [itex]p_i={n_i \over N}[/itex] is the "relative species abundance". |
| Nov3-11, 07:44 PM | #7 |
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well thanks for your help anyway.
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| abundance, biology, diversity |
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