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| Mark-Recapture |
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A common method used to estimate the population size of a species is the Mark-Recapture method. In a closed system, an initial sample is taken and marked in an identifiable way. The subjects are then released back into the environment to disperse among with the rest of the population. After the initial sample is given enough time to redistribute into the population, another sample is taken and the number of marked individuals is counted. Assuming that the system is closed and that the proportion of marked individuals is equal to that of the proportion of caught individuals, one may calculate the estimated population size. This single sample method is used for the Lincoln-Peterson, Bailey, and Modified. Other sampling methods include using multiple samples such as with Schnabel, Schumacher-Eschmeyer and Bayesian. |
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Author(s): Published by: BioQUEST Curriculum Consortium OS: |
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Fundamental Mathematical Concept |
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Developed by: |
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McCallum, H. (2000) Population Parameters: Estimation for Ecological Models. Blackwell Science, Oxford. |
Primary Reference |
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Bailey, N. T. J. (1951). On estimating the size of mobile populations from capture-recapture data. Biometrika 38, 293-306. Schumacher, R. X. & Eschmeyer, R.W.(1943). The estimate of fish population in lakes and ponds. Tenn. Acad. Sci. 18, 228. Schnabel, Z. E. (1938). The estimation of the total fish population of a lake. Amer. Math. Mon. 45, 348. Lincoln, F. C. 1930. Calculating waterfowl abundances on the basis of banding returns. U.S. Dep Agric. Circ 118. 4pp. Petersen, C. G. J. 1896. The yearly immigration of plaice into the Limfjord from the German Sea. Rep. Dan. Biol. Stn. 1895. 6:1-77. |
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