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Estimating population size with correlated sampling unit estimates Finite population sampling theory is useful in estimating total population size (abundance) from abundance estimates of each sampled unit (quadrat). We develop estimators that allow correlated quadrat abundance estimates, even for quadrats in different sampling strata. Correlated quadrat abundance estimates based on mark-recapture or distance sampling methods occur when data are pooled across quadrats to estimate, for example, capture probability parameters or sighting functions. When only minimal information is available from each quadrat, pooling of data across quadrats may be necessary to efficiently estimate capture probabilities or sighting functions. We further include information from a quadrat-based auxiliary... Categories: Publication; Types: Citation, Journal Citation; Tags: Arizona, Huggins estimator, Journal of Wildlife Management, Mexican spotted owl, New Mexico, All tags... Strix occidentalis lucida, closed population estimation, finite population sample theory, mark-recapture, mark-resight, program MARK, ratio estimator, Fewer tags