Table 1 (A) Above: model results with the top 10 models from the Barker Robust Design Model.

From: Tourism-supported working lands sustain a growing jaguar population in the Colombian Llanos

Rank

Model

∆AICc

AICc weight

Model likelihood

K

−2log(L)

1

S(.) R(year) R′(sex) a′′(year) a′(.) p(.) pi

0.00

0.32

1.00

25

754.35

2

S(.) R(.) R′(sex*year) a′′(year) a′(.) p(.) pi

0.54

0.24

0.76

21

764.67

3

S(.) R(year) R′(sex) a′′(year) a′(.) p(.) pi TRANSIENCE

0.85

0.21

0.65

31

739.84

4

S(.) R(year) R'(sex) a′′(year) a′(.) p(.) pi

2.49

0.09

0.29

26

754.34

5

S(sex) R(sex) R'(sex) a′′(year) a′(.) p(.) pi

3.55

0.05

0.17

22

765.27

6

S(.) R(.) R′(year) a′′(year) a′(.) p(.) pi

4.15

0.04

0.13

22

765.87

7

S(.) R(sex*year) R′(sex) a′′(year) a′(.) p(.) pi

4.62

0.03

0.10

27

753.95

8

S(.) R(.) R'(sex) a′′(year) a′(.) p(.) pi

7.92

0.01

0.02

20

774.45

9

S(.) R(.) R′(sex*year) a′′(year) a′(.) p(.) pi TRANSIENCE

9.03

0.00

0.01

29

753.23

10

S(.) R(.) R′(.) a′′(year) a′(.) p(.) pi

9.23

0.00

0.01

19

778.13

Rank

Model

AICc

∆AICc

W

K

 

1

SECR.σ

490.509

0.00

0.9

5

 

2

SECR.sex

495.114

4.61

0.09

6

 

3

SECR.0

499.597

9.09

0.01

4

 

4

SECR.g0

501.519

11.01

0

5

 
  1. S, survival; R, observation by tourists; R′, dead but not recovered between primary periods; a′′, inside the study area given previously in the study area; a′, previously outside the study area; p, detection probability; pi, heterogeneity. (B) Model results from the spatially explicit capture-recapture density analysis. AICc, Akaike Information Criterion adjusted for small sample sizes; ΔAICc, difference in AICc values between each model and the model with the lowest AICc; W, AICc model weights; K, number of model parameters; g0, probability of capture at the home range centre; σ, spatial parameter related to home range size; SECR.g0, g0 varies between males and females; SECR.σ, σ varies between males and females; SECR.sex, both g0 and σ vary between males and females; SECR.0, null model.