Journal
JOURNAL OF ANIMAL ECOLOGY
Volume 73, Issue 4, Pages 777-788Publisher
WILEY
DOI: 10.1111/j.0021-8790.2004.00854.x
Keywords
age-specific reproduction; integrated elasticity; life-history covariation; sensitivity; survival
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1. Identifying which age-specific demographic rates underlie variation in a population's growth rate (lambda) is an important step towards understanding the population's dynamics. Using data from a 20-year study of marked individuals, we describe patterns of demographic variation and covariation in the Scottish red-billed chough population (Pyrrhocorax pyrrhocorax), and investigate which demographic rates have the greatest projected and realized influence on lambda. 2. Survival, the probability of breeding and breeding success varied with age in this population. Data were sufficient to estimate year-specific probabilities of first-year, second-year and adult (all ages over 2) survival and mean breeding success. A population trajectory modelled using these parameter estimates closely matched census data, suggesting that estimates and simplifying assumptions were sufficient to accurately describe important demographic processes. 3. Elasticity analyses based on stage-classes for which year-specific survival was estimable suggested that lambda was more elastic to variation in adult survival than first- or second-year survival or breeding success. These ranks were consistent across all 15 years for which lambda could be estimated directly, although the elasticity of adult survival declined with population growth. 4. Survival and breeding success were positively correlated across years. lambda remained most sensitive to adult survival when this demographic covariation was incorporated into elasticity analyses. 5. However, elasticities calculated from a fully age-structured model suggested that lambda was more elastic to variation in first- and second-year survival than to survival at any individual older age class. These ranks were robust to realistic demographic variation, but sensitive to postulated patterns of demographic covariation. We emphasize that covariation should be measured and incorporated into elasticity analyses, and that estimated elasticities must be interpreted in the context of the way in which stage-classes are defined. 6. Of the demographic rates in which we quantified between-year variation, first-year survival varied most, followed by second-year survival, breeding success and adult survival. These rates consequently contributed more equally to variation in lambda than elasticities predicted. Overall, variation in lambda was caused primarily by variation in survival rather than breeding success, and variation in prebreeding survival accounted for 56% of the total variation in lambda.
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