1992
DOI: 10.1038/355823a0
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Overcompensation and population cycles in an ungulate

Abstract: Although theoretical studies show that overcompensatory density-dependent mechanisms can potentially generate regular or chaotic fluctuations in animal numbers, the majority of realistic single-species models of invertebrate populations are not overcompensatory enough to cause sustained population cycles. The possibility that overcompensation may generate cycles or chaos in vertebrate populations has seldom been considered. Here we show that highly overcompensatng density-dependent mortality can generate recur… Show more

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Cited by 144 publications
(124 citation statements)
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“…Similarly, lambs born at relatively low birth weights were more likely to die before weaning than heavier ones (Clutton-Brock et al 1992), and the weaning rates of scurred females may have been higher because they tended to produce heavier lambs when population density was high (figure 5). Associations between horn type and weight may also have contributed to the differences in survival between scurred and non-scurred animals, for heavier adults, like heavier lambs, were more likely to survive the winter, especially when population density was high (Grenfell et al 1992;Marrow et al 1996;Clutton-Brock et al 1997).…”
Section: Discussionmentioning
confidence: 99%
“…Similarly, lambs born at relatively low birth weights were more likely to die before weaning than heavier ones (Clutton-Brock et al 1992), and the weaning rates of scurred females may have been higher because they tended to produce heavier lambs when population density was high (figure 5). Associations between horn type and weight may also have contributed to the differences in survival between scurred and non-scurred animals, for heavier adults, like heavier lambs, were more likely to survive the winter, especially when population density was high (Grenfell et al 1992;Marrow et al 1996;Clutton-Brock et al 1997).…”
Section: Discussionmentioning
confidence: 99%
“…Now we apply the measure of complexity K (Eq. (2)) to the model given by equation (19). It is straightforward to show that λ < 0.…”
Section: Sheep Population Modelmentioning
confidence: 99%
“…In Ref. [14] a nonlinear time-series model is constructed from sheep populations on two islands in the St. Kilda archipelago [18,19]. We investigate the complexity of this model using the new technique.…”
Section: Introductionmentioning
confidence: 99%
“…In the summer of 1932, after evacuation of humans and all their domestic stock, 107 sheep were captured on Soay (20 rams, 44 ewes, 21 ewe lambs and 22 ram lambs (all of which were castrated)) and released onto the larger adjacent island of Hirta (637 ha) (Boyd, 1953). By 1952, the unmanaged Hirta population had reached an estimated size of 1114 sheep (Boyd, 1953) and since regular censusing began in 1955, has experienced frequent population crashes, sometimes occurring as often as one year in three, in which up to 70 per cent of the population dies Clutton-Brock et a!., 1991Grenfell et al, 1992). These population dynamics probably result from the fact that in a single breeding season the sheep population is able to increase far above the winter carrying capacity of the island (Grenfell et al, 1992);…”
Section: Study Populationmentioning
confidence: 99%
“…For a period in the 1970s and since 1985 (Clutton-Brock et al, 1991Grenfell et a!., 1992) the Soay sheep living in the Village Bay area of Hirta (a 170 ha bowl of land to the south-east of the island which holds around 30 per cent of the total population) have been intensively monitored. An interdisciplinary study aims to understand the population dynamics and identify the causes and consequences of variation in individual reproductive success.…”
Section: Study Populationmentioning
confidence: 99%