Maintaining diversity in an artificially propagated population |
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Authors: | Lamberson Roland H McKelvey Steven C Carroll Joseph E Lauck Timothy J Hankin David |
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Affiliation: | Mathematics Department, Humboldt State University, 1 Harpst Street, Arcata, CA 95521, USA. rh11@humboldt.edu |
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Abstract: | Populations may suffer unexpected loss or distortion of biodiversity as a consequence of strategies employed in artificial propagation programs. The Trinity River Fish Hatchery may have inadvertently experienced this while attempting to preserve diversity in a return time within a Chinook salmon population. We develop a model for this system and prove that the long-term distribution of return types converges and that it is strongly tied to the management strategy. Given estimates of heritabilities for return type and differential survival rates, an estimate of this long-term distribution can be computed easily. |
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