Ecological Archives E089-014-A3

Shu-Rong Zhou and Da-Yong Zhang. 2008. A nearly neutral model of biodiversity. Ecology 89:248–258.

Appendix C. Maximum-likelihood estimates of θ and m, with J = 2000, θ = 100, σ = 0.001 or 0.002, and various dispersal rates from the metacommunity.

TABLE C1. Maximum-likelihood estimates (Etienne 2005) of θ and m, with J = 2000, θ = 100, σ = 0.001 or 0.002, and various dispersal rates from the metacommunity (see the figures for the 95%-confidence envelopes). S is the total number of species.

Parameters used in simulation

S

θ

m

σ  = 0.001

m = 0.002

13

1.772

1.0

m = 0.01

34

5.909

0.732

m = 0.05

81

16.817

1.0

m = 0.25

152

38.049

1.0

σ  = 0.002

m = 0.002

8

0.973

1.0

m = 0.01

18

2.634

1.0

m = 0.05

46

8.288

1.0

m = 0.25

96

20.888

1.0

 

FigC1
 
   FIG. C1. Rank abundance curves of simulation results (thick solid lines) and 95%-confidence envelopes (dashed lines) for a nearly neutral local community of J = 2000, θ = 100, σ = 0.001 under different dispersal rates from the metacommunity. Shown are the 2.5th and 97.5th percentile abundances for each rank estimated from 600 simulated communities.

 

FigC2
 
   FIG. C2. Rank abundance curves of simulation results (thick solid lines) and 95%-confidence envelopes (dashed lines) for a nearly neutral local community of J = 2000, θ = 100, σ = 0.002 under different dispersal rates from the metacommunity. Shown are the 2.5th and 97.5th percentile abundances for each rank estimated from 600 simulated communities.


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