1978
DOI: 10.1139/f78-231
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A von Bertalanffy Growth Model with a Seasonally Varying Coefficient

Abstract: The von Bertalanffy model of body growth is inappropriate for organisms whose growth is restricted to a seasonal period because it assumes that growth rate is invariant with time. Incorporation of a time-varying coefficient significantly improves the capability of the von Bertalanffy equation to describe changing body size of both the bivalve mollusc Macoma balthica in San Francisco Bay and the flathead sole, Hippoglossoides elassodon, in Washington state. This simple modification of the von Bertalanffy model … Show more

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Cited by 88 publications
(54 citation statements)
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“…The merit of the maximum likelihood method is that it allows the use of any growth curve and, as shown here, any functional form for growth variability. For example, this method may be used to choose between various models for seasonal growth: Pitcher & MacDonald (1973) gave two such models (one of which was used here) and a further one was given by Cloern & Nichols (1978). The key point in the present approach is that growth variability is assumed to depend on the expected growth alone.…”
Section: Discussionmentioning
confidence: 99%
“…The merit of the maximum likelihood method is that it allows the use of any growth curve and, as shown here, any functional form for growth variability. For example, this method may be used to choose between various models for seasonal growth: Pitcher & MacDonald (1973) gave two such models (one of which was used here) and a further one was given by Cloern & Nichols (1978). The key point in the present approach is that growth variability is assumed to depend on the expected growth alone.…”
Section: Discussionmentioning
confidence: 99%
“…Incorporation of the seasonal VBGF (Pitcher and MacDonald, 1973;Cloern and Nichols, 1978;Pauly and Gaschuetz, 1979) would yield a more accurate model with a better determination of harvest time. A full year of growth data is however recommended in order to correctly fit an oscillating seasonal VBGF.…”
Section: Economic Evaluationmentioning
confidence: 99%
“…All growth equations and length/mass relations were analyzed using an iterative, non-linear, least-squares regression model (the Levenberg-Marquardt method; Press et al 1988) on a MacintoshT\' computer and, where required, using parameters initially seeded from approximations in the literature (Cloern & Nichols 1978, Sager & Gosselck 1986, Clasing et al 1994). Other statisti.cs were computed using the Systat program (Systat 1992) and Sokal & Rohlf (1981).…”
Section: Dtmentioning
confidence: 99%