Species Estimation and Applications

By A. Chao. 2006

175 citations recorded by the source corpus.

Subfields: Ecology, Statistics and Probability

View Paper: https://www.semanticscholar.org/paper/93630e0af854955caddcd42959afcbf1f4dbcc39

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Ecology

1. A. Chao
2. L. Jost
3. Robert K. Colwell
4. Nicholas Gotelli
5. R. Chazdon
6. J. Longino
7. Y. Wang
8. Chang Xuan Mao

In Statistics and Probability

1. A. Chao
2. Robert K. Colwell
3. L. Jost
4. Nicholas Gotelli
5. Y. Wang
6. R. Chazdon
7. Chang Xuan Mao
8. Campbell O. Webb

Citations in the corpus

• Measuring and Estimating Species Richness, Species Diversity, and Biotic Similarity from Sampling Data (2013, methodology): “The Abundance-based Coverage Estimator (ACE) is (Chao, 2005)”
• Estimating diversity and entropy profiles via discovery rates of new species (2015, background): “A wide range of estimators have been proposed to reduce this bias (Chao 2005; O’Hara 2005).”
• Thirty years of progeny from Chao’s inequality: Estimating and comparing richness with incidence data and incomplete sampling (2017, background): “…applied to many research fields, not only in ecology and conservation biology, but also in other disciplines; see Chazdon et al. (1998), Magurran (2004), Chao (2005), Gotelli and Colwell (2011), Magurran and McGill (2011), Gotelli and Chao (2013) and Chao and Chiu (2016) for various applications.”
• Biodiversity inventory and informatics in Southeast Asia (2010, background): “1), which works when there are no doubletons (Chao 2006).”
• Models and estimators linking individual-based and sample-based rarefaction, extrapolation and comparison of assemblages (2012, background): “Many estimators of the form Sest = Sobs + Q̂0 are available (Chao 2005).”
• Rarefaction and extrapolation of phylogenetic diversity (2015, unknown): “…species in samples ŜChao1 ¼ Sobs þ ðn 1Þn f 21 ð2f2Þ ; if f2 [ 0 ; Sobs þ ðn 1Þn f1ðf1 1Þ 2 ; if f2 ¼ 0 : 8>><>>: eqn 6 The formula for the case f2 = 0 (e.g. Chao 2005, p. 7910; Chao & Jost 2012; their eqn 8) is a bias-corrected estimator under a homogeneous model; see Appendix S2 for more…”
• Entropy and the species accumulation curve: a novel entropy estimator via discovery rates of new species (2013, methodology): “When n is sufficiently large, Chao & Jost (2012) derived a more”