The Greenland White-fronted Goose Anser albifrons flavirostris
The Greenland White-fronted Goose Anser albifrons flavirostris
The Greenland White-fronted Goose Anser albifrons flavirostris
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during the period when the population was legal<br />
quarry in <strong>Greenland</strong>, Iceland, Ireland and Britain,<br />
although we have little idea of the precise<br />
size and distribution of the harvest at that time.<br />
By way of comparison, the survival rate for the<br />
period 1990-1997 (using only the recovery data<br />
generated from the collar-marking scheme) was<br />
analysed using the Haldane methods and gave<br />
an annual survival rate for the period of 81.7% (±<br />
0.8 SE, H. Boyd, in litt.). <strong>The</strong> 5% difference in survival<br />
rate is very similar to the mean hunting<br />
mortality rate prior to protection (see Figure 8.1).<br />
It was considered that the survival rate of <strong>Greenland</strong><br />
<strong>White</strong>-<strong>fronted</strong> Geese prior to protection was<br />
too low to sustain the then level of hunting kill<br />
(e.g. Owen 1978). For that reason much bureaucratic<br />
and political effort was put into removing<br />
the subspecies from the quarry list, especially on<br />
the wintering grounds. As described earlier, this<br />
led to the effective protection of the population<br />
from hunting on the wintering areas from 1982<br />
onwards (see MS14, Stroud 1992 and Fox et al.<br />
1999 for full details). Evidence from counts of<br />
birds at a number of wintering sites strongly suggested<br />
that the increase in numbers that followed<br />
the cessation of winter hunting was due to the<br />
increase in return rate of birds, not to changes in<br />
reproductive success (MS14). Indeed, we are now<br />
aware that since protection, breeding success has<br />
actually decreased amongst the Wexford and Islay<br />
wintering elements of the population, which<br />
provides more evidence that restriction on hunting<br />
has increased annual survival.<br />
<strong>The</strong>re was no extensive visible marking programme<br />
in effect before and after the implementation<br />
of protection in winter. This would have<br />
allowed a more sensitive monitoring of changes<br />
in survival based on individual bird histories and<br />
thus enable the interpretation of subsequent<br />
changes in overall population size. <strong>The</strong> capturemark-recapture<br />
study using neck-collared birds<br />
initiated in Ireland only commenced after protection<br />
had been implemented. Using the resightings<br />
of neck-collared birds marked at Wexford during<br />
1984-1989, Bell et al. (MS10) calculated annual<br />
adult survival using SURGE4 models (Clobert et<br />
al. 1987, Pradel et al. 1990) to generate maximum<br />
likelihood estimates of 78.5% (± 1.4 SE). This compares<br />
with 72.4% (± 7.3 SE) based on ringing recoveries<br />
from the same ringing programme using<br />
BROWNIE (Brownie et al. 1985). Using the<br />
Haldane method on birds marked in the winter<br />
period gives a survival estimate of 72.1% (± 1.1<br />
Estimated annual adult survival rate<br />
1<br />
0.9<br />
0.8<br />
0.7<br />
0.6<br />
0.5<br />
0.4<br />
0.3<br />
0.2<br />
0.1<br />
0<br />
1982 1984 1986 1988 1990 1992 1994 1996 1998<br />
Figure 8.3. Annual adult survival rate (+ 95% CL) for<br />
<strong>Greenland</strong> <strong>White</strong>-<strong>fronted</strong> Geese caught at Wexford,<br />
1983/84-1997/98 based on observations and recoveries<br />
of neck-collared individuals using the MARK suite<br />
of programs (see text and Appendix 1 for details) 12 .<br />
Open symbols indicate those seasons when the hunting<br />
season was opened at Wexford for a limited shoot.<br />
<strong>The</strong> unusually low survival estimate and large confidence<br />
intervals for 1983 probably reflect small sample<br />
sizes in that year.<br />
SE) for the period 1984-1989 (H. Boyd in litt.) <strong>The</strong><br />
SURGE models use much more fine-grained information<br />
and provide year- and age-specific<br />
maximum likelihood estimates, based on datarich<br />
repeated resighting histories of individual<br />
birds. <strong>The</strong> Brownie techniques utilise the geese<br />
caught, ringed and never retrieved again to estimate<br />
reporting and recovery rates in a more sophisticated<br />
survival estimation than the Haldane<br />
method. It is not possible to use the Brownie et<br />
al. methods on the 1940s data, because some of<br />
the original capture and ringing data do not exist.<br />
More recent analysis has been carried out using a<br />
combination of recoveries and resightings of collared<br />
birds at Wexford using MARK (<strong>White</strong> &<br />
Burnham 1999, based on the recovery-recapture<br />
models of Burnham 1993 and multi-stage models<br />
of Hestbeck et al. 1991). <strong>The</strong> selected model<br />
was one of survival, which varied with year independently<br />
for adults (weighted mean 78.5%,<br />
see Figure 8.3) and juveniles (67.8%, but which<br />
showed greater variability, Figure 8.4), with a<br />
mean of 7% permanent emigration per year (M.<br />
Fredriksen & A.D. Fox unpublished). <strong>The</strong>re was<br />
no effect of hunting on annual adult or juvenile<br />
survival estimates in the two winters (1985/86<br />
and 1989/90) when the moratorium was lifted at<br />
Wexford, although the survival rates in the year<br />
following 1989/90 were the lowest for adults and<br />
juveniles (Figures 8.3 and 8.4). In 1990/91, only 7<br />
out of a marked cohort of 33 first winter juve-<br />
69