2001
DOI: 10.1017/s0952836901000760
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Variations in age, size at maturity and gestation duration among two neighbouring populations of the alpine salamander (Salamandra lanzai)

Abstract: International audienceWe describe the age structures of two neighbouring terrestrial salamander populations. The skeletochronological method was also used on larvae in utero and on new-born individuals. The age of adults was 8-24 years in population A, while males reached maturity at 3-5 years old and the youngest females were 6 years old in population B. Males and females from population B were also larger than those in population A. For the first time, lines of arrested growth (LAGs) were also found in the h… Show more

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Cited by 56 publications
(36 citation statements)
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References 50 publications
(56 reference statements)
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“…The extra source of nutrients supplied by the mother (matrotrophy) enables the developing embryos to complete metamorphosis within the uterus resulting in the birth of terrestrial juveniles after three or four years of gestation (depending on altitude and environmental conditions). A similar pattern of reproduction is thought to occur in S. lanzai, the other species of Alpine salamander (Miaud et al, 2001). …”
Section: Lyciasalamandrasupporting
confidence: 53%
“…The extra source of nutrients supplied by the mother (matrotrophy) enables the developing embryos to complete metamorphosis within the uterus resulting in the birth of terrestrial juveniles after three or four years of gestation (depending on altitude and environmental conditions). A similar pattern of reproduction is thought to occur in S. lanzai, the other species of Alpine salamander (Miaud et al, 2001). …”
Section: Lyciasalamandrasupporting
confidence: 53%
“…In amphibians with biphasic life cycles, confusion exists between Bertalanffy's (1938) equation and the Bertalanffy-Hemelaar (1988) equation (e.g., Miaud et al 1999Miaud et al , 2000Tsiora and KyriakopoulouSklavounou 2002;Kyriakopoulou-Sklavounou et al 2008); the former does not initially include the growth parameter, age at metamorphosis (birth). Confusion also occurs with the exponential function to a value x, exp(x) or e x (i.e., confused as exp x : Miaud et al 2001;Olgun et al 2001). No growth trajectory can be described using this function.…”
Section: Methodological Considerationsmentioning
confidence: 99%
“…To describe growth rates and to compare the rates among frogs among different altitudes, we used von Bertalanffy's model (von Bertalanffy 1938(von Bertalanffy , 1957) with a nonlinear regression procedure: SVL t = SVL max × (1 − e −kt + b ), where SVL t is SVL at age t, SVL max is estimated asymptotic SVL, k is a growth coefficient relating to rate of decline in growth when frogs attain the maximum SVL, and b is constant (Miaud et al 2001;Leclair et al 2005;Lu et al 2006;Ma et al 2009b). The starting point of the growth curve was set at the metamorphosis.…”
Section: Growth Rate Estimationmentioning
confidence: 99%