Scaling Biodiversity 2007
DOI: 10.1017/cbo9780511814938.005
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The distribution of species: occupancy, scale, and rarity

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Cited by 34 publications
(52 citation statements)
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“…When the SAC is derived from a hierarchical sample design, it is equivalent to the species-area relationship (SAR; Chase and Knight 2013). Efforts to describe the shape of empirical SARs (Drakare et al 2006;Dengler 2009) have to date mostly involved curve fitting (but see Legendre 1996, 2002). A general formula for sample-based SARs that describes the range of forms of the relationship has been lacking (Gotelli and Colwell 2011), except under specific conditions (Colwell et al 2004).…”
Section: Species Accumulation Curvesmentioning
confidence: 99%
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“…When the SAC is derived from a hierarchical sample design, it is equivalent to the species-area relationship (SAR; Chase and Knight 2013). Efforts to describe the shape of empirical SARs (Drakare et al 2006;Dengler 2009) have to date mostly involved curve fitting (but see Legendre 1996, 2002). A general formula for sample-based SARs that describes the range of forms of the relationship has been lacking (Gotelli and Colwell 2011), except under specific conditions (Colwell et al 2004).…”
Section: Species Accumulation Curvesmentioning
confidence: 99%
“…These are species that occur only in the selected i sites within the total n sites surveyed. When n approaches infinity, E i, n will converge toward the number of globally endemic species, E i (He and Legendre 2002;Green and Ostling 2003). Because of logistic constraints on sampling effort (which increase as n approaches infinity), the endemics-effort relationship (EER) is usually referred to as the number of locally endemic species (i.e., E i, n ), which is a function of the number of selected i sites.…”
Section: The Endemics-effort Relationshipmentioning
confidence: 99%
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“…In line with our considerations, Lennon et al (2002) argued that the SAR for a given taxon would follow a power-law if the individual probability-area curves were power-laws but only with equal slopes (for the proof see Šizling and Storch 2004), which is clearly unrealistic. There is an apparent logical paradox: both the SARs and the relationships between area and probability are reported to approximately follow a power-law (Kunin 1998;He and Condit 2007), and at the same time it cannot happen because addition of other power-law relationships to an assemblage revealing the power-law with a different slope pushes the resulting SAR to be more upward accelerating. The only solution of this paradox is that there must be some tiny deviation from the power-laws, the accumulation of which compensates for this upward-accelerating tendency.…”
Section: The Species-area Relationshipmentioning
confidence: 99%
“…Aunque la presencia de especies, medida por el número de celdas ocupadas en un área de estudio ("species occupancy"), se ha usado con más frecuencia y se considera un buen indicador de la abundancia (He & Condit, 2007), hay que señalar las limitaciones y sesgos irremediables que pueden derivarse de la escasez e imprecisión de los datos disponibles (Batianoff & Burgess, 1993;Domínguez et al, 2003). En los Pirineos, aun contando con un número muy destacable de citas florísti-cas (cerca de dos millones), todavía es escasa la prospección en algunas zonas y existen muchas lagunas en el conocimiento taxonómico de determinados grupos florísticos y en el número y densidad de las poblaciones de no pocas plantas.…”
Section: Discusión Y Conclusionesunclassified