Shannon index part 2
Terms in this set (20)
The Shannon Index is \(H' = -\sum_{i=1}^S p_i \ln p_i\), where pi is the proportion of species i and S is the total number of species.
H' = -(0.6*ln0.6 + 2*0.133*ln0.133 + 2*0.067*ln0.067) = 1.21
H' = -(5*0.2*ln0.2) = 1.61
A higher Shannon Index indicates greater species diversity, reflecting both richness and evenness.
To compare species diversity between communities using a single number that summarizes richness and evenness.
They do not include information about species commonness or rarity on a landscape scale.
Richness is how far the curve extends to the right, indicating the number of species present.
Evenness is the slope of the line; a flatter slope indicates more even species abundances.
Tropical evergreen trees have greater richness and evenness compared to other communities.
A steep slope indicates low evenness, meaning few species dominate the community.
A flat slope indicates high evenness, meaning species abundances are more equal.
Yes, communities can have similar diversity indices despite differing in species richness or evenness.
Proportional abundance pi is used to weight each species' contribution to diversity based on its relative frequency.
Evenness measures how equal the abundances of different species are within a community.
Species richness is the total number of different species present in a community.
Because they do not account for species commonness or rarity across larger spatial scales.
The sum calculates the weighted contribution of each species' proportional abundance to overall diversity.
Rare species contribute less to the index due to their low proportional abundance.
The natural logarithm scales the proportional abundance to reflect information content in diversity.
To visualize species richness and evenness within a community by plotting abundance rank against proportional abundance.