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18 October 2018 Demographic drivers of collapse in an island population of Tree Swallows
Liam U. Taylor, Bradley K. Woodworth, Brett K. Sandercock, Nathaniel T. Wheelwright
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Diagnosing causes of population declines requires an understanding of the contributions of demographic vital rates to interannual variability and long-term changes in population size. At Kent Island, New Brunswick, Canada, an isolated population of Tree Swallows (Tachycineta bicolor) collapsed between 1987 and 2010, providing a unique opportunity to reconstruct how demographic rates drive population dynamics. We fit an integrated population model to 24 yr of population count, reproductive success, and capture–recapture data to generate annual estimates of productivity, juvenile and adult survival, immigration, and the finite rate of population change (λ). The Kent Island population declined from 202 to 12 breeding adults over 24 yr, with a geometric mean decline of 11.6% per year. Annual apparent survival of adults averaged 56% across sexes, whereas annual survival and recruitment of juveniles never exceeded 6%. Transient life table response experiments revealed that variation in male and female immigration rates were the major contributors to both overall and interannual variation in λ, followed by female and male adult survival. Local recruitment and reproductive rates had little effect on variation in λ. Given broad-scale regional declines in Tree Swallows, our study shows how declines of isolated populations can be driven by reductions in immigration, especially when coupled with variation in adult survival and low local recruitment.

© 2018 American Ornithological Society.
Liam U. Taylor, Bradley K. Woodworth, Brett K. Sandercock, and Nathaniel T. Wheelwright "Demographic drivers of collapse in an island population of Tree Swallows," The Condor 120(4), 828-841, (18 October 2018).
Received: 12 May 2018; Accepted: 7 August 2018; Published: 18 October 2018
aerial insectivore
integrated population models
life table response experiments
population dynamics
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