1964
DOI: 10.1577/1548-8659(1964)93[215:ssipme]2.0.co;2
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Sample Size in Petersen Mark–Recapture Experiments

Abstract: The efficient planning of a Petersen‐type mark and recapture experiment requires some knowledge of the order of magnitude of the population size N. Sample sizes M and C of the mark and recapture samples, respectively, may then be ascertained on the basis of a guessed value of N to achieve any desired degree of accuracy with any specified degree of confidence. Restrictions on the sample sizes M and C are that MC must exceed 4 times the guessed value of N, and the total costs of M and C must be equal. Graphs and… Show more

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Cited by 238 publications
(195 citation statements)
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“…Population size was estimated using the triple catch method and tested by Peterson's estimate (Begon 1979). Confidence Intervals (CI) of 95% were calculated according to Robson & Regier (1964); a t-test was applied to examine differences in SCL, PL and body mass (BM) between sexes.…”
Section: Methodsmentioning
confidence: 99%
“…Population size was estimated using the triple catch method and tested by Peterson's estimate (Begon 1979). Confidence Intervals (CI) of 95% were calculated according to Robson & Regier (1964); a t-test was applied to examine differences in SCL, PL and body mass (BM) between sexes.…”
Section: Methodsmentioning
confidence: 99%
“…Finally, sample size would need to be large enough to draw conclusions concerning population dynamics. Robson & Regier (1964) recommend an accuracy of 0.5 (confidence limits of 0.5 N, 1.5 N) for preliminary studies, 0.25 for management work, and 0.1 for studies into population dynamics. An accuracy of 0.1 will require sample sizes of 900 to 1200 per sampling occasion (i.e.…”
Section: 'Best' Estimates Considerations and Recommendationsmentioning
confidence: 99%
“…An accuracy of 0.1 will require sample sizes of 900 to 1200 per sampling occasion (i.e. year) for a population of 5000 animals, depending on the estimation methods (Robson & Regier 1964). It seems likely that this endangered population is recovering; however, much more work is required before the extent and rate of the recovery is known.…”
Section: 'Best' Estimates Considerations and Recommendationsmentioning
confidence: 99%
“…Model bias was approximated for values of N ranging from 0 to 1000 and specifically with respect to the value of N derived by Blaylock & Hoggard (1994) for the SVS-AH region; given the evidence of community structure in SVS-AH, their estimate (N = 387) was proportioned by the surface area ratio for each survey area (N = 269.03 for the eastern and N = 119.97 for the western areas, respectively). The bias of Ñ was deemed to be negligible if the approximate bias was small (< 2%;Robson & Regier 1964).If we assume that the probability of capture is independent of whether or not an individual has long lasting marks (Hammond 1990, Williams et al 1993, we can expand our estimate to include the nondistinc- tive population. We achieved this by calculating the ratio (θ) of distinctive dolphins to total dolphins encountered during the study from all photos that met or exceeded photo quality thresholds.…”
mentioning
confidence: 99%
“…Thus, because the capture probabilities during the capture sampling occasion may have been inflated due to extremely favorable sighting conditions and because the population may not have been closed, the derived estimate of abundance of 111 (71 to 150) is only valid for the capture sampling occasion February 3 to 4, 2008 (Table 2, Fig. 8; Robson & Regier 1964, Seber 1982. …”
mentioning
confidence: 99%