2004
DOI: 10.1080/11956860.2004.11682808
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Species-area curve and spatial pattern

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Cited by 20 publications
(20 citation statements)
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“…Besides these new non‐parametric estimators, new accumulation curve models have also been developed. Following papers by Soberón and Llorente (1993), Nakamura and Peraza (1998), Keating et al (1998), Christen and Nakamura (2000), Gorostiza and Díaz‐Francés (2001), Díaz‐Francés and Gorostiza (2002), Colwell et al (2004), Mao and Colwell (2005) and Mao et al (2005) included nonhomogeneous pure birth processes, maximum likelihood estimation and Bayesian methods into the development and comparison of curve models while Picard et al (2004) developed a curve model that can deal with different spatial patterns.…”
Section: Promising New Research Related To Species Richness Estimationmentioning
confidence: 99%
“…Besides these new non‐parametric estimators, new accumulation curve models have also been developed. Following papers by Soberón and Llorente (1993), Nakamura and Peraza (1998), Keating et al (1998), Christen and Nakamura (2000), Gorostiza and Díaz‐Francés (2001), Díaz‐Francés and Gorostiza (2002), Colwell et al (2004), Mao and Colwell (2005) and Mao et al (2005) included nonhomogeneous pure birth processes, maximum likelihood estimation and Bayesian methods into the development and comparison of curve models while Picard et al (2004) developed a curve model that can deal with different spatial patterns.…”
Section: Promising New Research Related To Species Richness Estimationmentioning
confidence: 99%
“…It has been shown that aggregation and uneven abundances depress the speciesÁarea curves between their endpoints (Solow and Smith 1991, Plotkin et al 2000a, He and Legendre 2002, Green and Ostling 2003, Olszewski 2004, Picard et al 2004, Green and Plotkin 2007), but do not necessarily produce sigmoid shapes (in arithmetic space). It has been shown that aggregation and uneven abundances depress the speciesÁarea curves between their endpoints (Solow and Smith 1991, Plotkin et al 2000a, He and Legendre 2002, Green and Ostling 2003, Olszewski 2004, Picard et al 2004, Green and Plotkin 2007), but do not necessarily produce sigmoid shapes (in arithmetic space).…”
Section: The Sample-area Curve Vs Isolate Curve Continuummentioning
confidence: 99%
“…Changes resulting from one factor could be counterbalanced by changes in the other. Picard et al. (2004) derived a model addressing the effect of the spatial distribution of species on the SAR, and found that it could be as important as the species‐abundance distribution in modifying the SAR.…”
Section: Theorymentioning
confidence: 99%