1989
DOI: 10.4319/lo.1989.34.6.1120
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An experimental test of the egg‐ratio method with instantaneous birth rate as an independent variable

Abstract: The accuracy of three mathematical models that have been used to calculate instantaneous birth rate (b) from the ratio of eggs to females (E) in a population was determined with steady state populations of the rotifer Brachionus calycifllorus. Typically, b is calculated from E with these models. We were able to choose b as an independent variable, with the physical characteristics of our culture device (a two‐stage steady state chemostat), which also satisfied the major assumptions of the models. We then measu… Show more

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Cited by 12 publications
(4 citation statements)
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“…This assumes a constant mortality rate over all life stages including eggs. In a comparison of calculated and observed birth rates with steady state cultures of B. calyciflorus, Paloheimo's equation showed the best fit to the calculated data (Bennett & Boraas, 1989) . Introducing Paloheimo's b in Lotka's equation r=b-m (Lotka, 1922), where m is mortality rate, and plotting r versus In (ER + 1), the inverse slope of a linear regression gives DE and the intercept gives the mortality rate (Rothhaupt, 1990) .…”
Section: Experimental Designmentioning
confidence: 89%
“…This assumes a constant mortality rate over all life stages including eggs. In a comparison of calculated and observed birth rates with steady state cultures of B. calyciflorus, Paloheimo's equation showed the best fit to the calculated data (Bennett & Boraas, 1989) . Introducing Paloheimo's b in Lotka's equation r=b-m (Lotka, 1922), where m is mortality rate, and plotting r versus In (ER + 1), the inverse slope of a linear regression gives DE and the intercept gives the mortality rate (Rothhaupt, 1990) .…”
Section: Experimental Designmentioning
confidence: 89%
“…Bennet & Present et ai, 1987Boraas, 1989 Choice of model Non-steady-state dynamic Selective predation Sampling error Accurate estimate of D Emigration and immigration Hatching of resting eggs compared to death-rate estimates obtained using various birth-rate models. The design employed allowed for an assessment of selective predation, deviations from steady-state dynamics, and sampling error in non-patchy populations on model accuracy.…”
Section: Gabrielmentioning
confidence: 99%
“…The directly determined death rates were Table 1 The various sources of error, when estimating birth rates of zooplankton ptipulations in the field, accounted for in those studies which have directly measured demographic rates and compared these rates to rates estimated using the egg-ratio method. An X means the source of error was included in the experiment design Source of error Gabriel Bennet & Present et ai, 1987Boraas, 1989 Choice of model Non-steady-state dynamic Selective predation Sampling error Accurate estimate of D Emigration and immigration Hatching of resting eggs compared to death-rate estimates obtained using various birth-rate models. The design employed allowed for an assessment of selective predation, deviations from steady-state dynamics, and sampling error in non-patchy populations on model accuracy.…”
Section: Introductionmentioning
confidence: 99%
“…This, coupled with mathematical modelling and computer simulations, have greatly improved the applicability of ER for estimating population growth rates (Keen & Nassar, 1981;Bennett & Boraas, 1989;Devetter & SedÕa, 2003). Population growth rate experiments in the laboratory are simplified and allow separate measurement of both the natality and mortality rates.…”
Section: Introductionmentioning
confidence: 99%