2007
DOI: 10.1111/j.1442-9993.2007.01758.x
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Between‐species differences in demographic responses to temperature of coexisting cladocerans

Abstract: In this work we report on the seasonal trends of abundances in terms of temperature exposure for four coexisting cladoceran species (Daphnia ambigua (Daphniidae), Ceriodaphnia dubia (Daphniidae), Diaphanosoma chilense (Sididae) and Moina micrura (Moinidae)) from a Chilean temperate lake. In order to compare the demographic response to temperature, we used life table experiments to parameterize matrix models for the four species at four fixed temperatures. From these life table response experiments we asses… Show more

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Cited by 11 publications
(7 citation statements)
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“…For this purpose, from age‐specific survival and fertility records we parameterized an age‐structured matrix model for each of the two treatments (i.e. kairomone and control), according to Caswell’s (2001) methods for birth‐flow populations (see Ramos‐Jilberto & Aránguiz‐Acuña, 2007). The projection interval was equal to 1 day.…”
Section: Methodsmentioning
confidence: 99%
“…For this purpose, from age‐specific survival and fertility records we parameterized an age‐structured matrix model for each of the two treatments (i.e. kairomone and control), according to Caswell’s (2001) methods for birth‐flow populations (see Ramos‐Jilberto & Aránguiz‐Acuña, 2007). The projection interval was equal to 1 day.…”
Section: Methodsmentioning
confidence: 99%
“…These conditions are likely to generate a significant GEI, as shown on Figure 1Ca. For example, demographic parameters such as survival probabilities of different age classes used in the Wiens and Innis's (1974) bioenergetics model are multiplied to assess global fecundity in population dynamics models, and they may be formalized as functions of temperature and species (e.g., Ramos-Jiliberto and Aranguiz-Acuna, 2007;Ullah et al, 2011).…”
Section: Gei Arising From a Product Or Quotient Of Environment And Gementioning
confidence: 99%
“…A(r) is calculated by pooling the data for the 3 treatments for the toxicant source. Based on the vital rates estimated for the kth treatment (k: 1, 2 and 3, toxicant sources), a finite growth rate λ (k) and the difference between λ (k) and λ (r) are decomposed into contributions due to the effect of the treatment on each vital rate (for detailed estimations see Caswell 1996, Levin et al 1996, Ramos-Jiliberto & Aránguiz-Acuña 2007. The equation accounting for this decomposition is:…”
Section: Factorial Experimentsmentioning
confidence: 99%