Skip to main content

Table 5 Model ranking for models estimating age-specific survival and recapture probability as a function of population density

From: Complex interplay between intrinsic and extrinsic drivers of long-term survival trends in southern elephant seals

Model

ΔQAIC c

wQAIC c

k

High density (1951–1964)

   

Ï•(age-density/t) p(t)

0.000

0.894

14

Ï•(age-t/t) p(t)

4.270

0.106

18

Ï•(t) p(t)

14.860

0.001

13

Ï•(age-dlag/t) p(t)

16.960

<0.001

16

Ï•(age-density/density) p(t)

21.410

<0.001

14

Low density (1993–1999)

   

Ï•(age-density/t) p(t)

0.000

0.399

10

Ï•(age-t/t) p(t)

0.720

0.278

13

Ï•(age-dlag/t) p(t)

0.960

0.246

10

Ï•(age-density/density) p(t)

3.310

0.076

10

Ï•(age-dlag/dlag) p(t)

17.940

<0.001

10

  1. Effects of age (age-juvenile/adult), time (t), density of breeding females (density), and density of breeding females lagged by one year (dlag) on the probability of survival (ϕ) in southern elephant seals during the high- (1951–1964) and low-density (1993–1999) eras. Models are ranked according to their Akaike weights (w QAIC c ), the relative change in AIC c score (ΔQAIC c ), and number of parameters (k), based on an inflation factor (ĉ) of 1.7122.