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. 2013 Mar 13;8(3):e58559. doi: 10.1371/journal.pone.0058559

Table 1. The candidate models from the POPAN analysis for estimation of apparent survival (Phi (φ)), recapture (p) rates and the probability of entrance (pent) for the two locations.

Modela AICcb Delta AICc AICc Weights Model Likelihood Number of Parameters
Tuntable Falls
phi(.)p(t)pent(t) 396.148 0.000 0.478 1.000 22
phi(.)p(expeffort)pent(t) 398.384 2.236 0.156 0.327 15
phi(.)p(expeffort+sr7)pent(t) 398.538 2.390 0.145 0.303 16
phi(.)p(t)pent(.) 398.741 2.593 0.131 0.273 14
phi(.)p(expeffort+r7)pent(t) 400.493 4.345 0.054 0.114 16
phi(.)p(effort)pent(t) 401.723 5.575 0.029 0.062 15
phi(t)p(t)pent(.) 406.117 9.969 0.003 0.007 22
phi(t)p(expeffort)pent(.) 406.740 10.592 0.002 0.005 14
phi(t)p(effort)pent(t) 408.725 12.577 0.001 0.002 24
phi(t)p(expeffort+sr7)pent(.) 409.042 12.894 0.001 0.002 15
Brindle Creek
phi(.)p(t)pent(t) 623.761 0.000 0.692 1.000 26
phi(.)p(t)pent(.) 625.884 2.123 0.239 0.346 14
phi(.)p(expeffort+sr7)pent(t) 629.896 6.135 0.032 0.047 17
phi(t)p(t)pent(t) 631.906 8.145 0.012 0.017 34
phi(.)p(effort+sr7)pent(t) 632.164 8.403 0.010 0.015 17
phi(t)p(expeffort+sr7)pent(t) 632.757 8.996 0.008 0.011 26
phi(t)p(t)pent(.) 634.856 11.095 0.003 0.004 23
phi(t)p(effort+sr7)pent(t) 635.181 11.420 0.002 0.003 27
phi(t)p(effort)pent(t) 636.637 12.876 0.001 0.002 26
phi(.)p(effort)pent(t) 638.604 14.843 0.000 0.001 16
a

(t) = fully time-specific variation, (.) = variation is constant, (expeffort) = 1–(1–p*)t, (effort) = the number of surveys pooled in an occasion, (sr7) = substantial rainfall (>40 mm) in the previous 7 days.

b

AICc is the estimated Akaike’s Information Criterion, the lower AICc values indicate better fitting models.