2014
DOI: 10.1111/bij.12390
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Mechanisms of heterochronic change and stasis for clutch size in swifts (Apodiformes)

Abstract: Since the mid-1800s, explanations in evolution have focused on adaptivity and natural selection, largely at the expense of factors internal to the organism. Today, the importance of internal factors is no longer in dispute. Progress continues to lag, however, on the design of a framework that would allow the integration of their action in evolution. Herein, as part of a wider effort aimed at testing the functionality of the general principle based upon the embryological concepts of induction, competence, and d… Show more

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Cited by 1 publication
(4 citation statements)
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“…Secondly, it is becoming increasingly apparent that invariance in timing of follicular disruption constitutes the standard avian mechanism. Invariance has now been substantiated by either experimental or inferential evidence for the Apodiformes (Apodidae; Haywood , ), Charadriiformes (Charadriidae, Laridae; Haywood ) and Passeriformes (Muscicapidae, Passeridae; Haywood , ). Among the remaining bird orders, intraspecific variation in clutch size also points to invariance in timing of follicular disruption as being the standard mechanism, with the exception of a handful of species at best (Haywood ).…”
Section: Discussionmentioning
confidence: 99%
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“…Secondly, it is becoming increasingly apparent that invariance in timing of follicular disruption constitutes the standard avian mechanism. Invariance has now been substantiated by either experimental or inferential evidence for the Apodiformes (Apodidae; Haywood , ), Charadriiformes (Charadriidae, Laridae; Haywood ) and Passeriformes (Muscicapidae, Passeridae; Haywood , ). Among the remaining bird orders, intraspecific variation in clutch size also points to invariance in timing of follicular disruption as being the standard mechanism, with the exception of a handful of species at best (Haywood ).…”
Section: Discussionmentioning
confidence: 99%
“…By definition, A is the difference between the developmental maximum clutch size and the developmental minimum clutch size plus one (Haywood ). In indeterminate laying species of birds, assuming invariance in timing of follicular disruption, this parameter is obtained from the equation:A=Intfalse((p/i)×rmaxfalse)Intfalse((p/i)×rminfalse)+1where Int ( x ) denotes the greatest integer function, p is the rapid‐growth phase of yolk deposition (in days), i is the interval (in days) at which cohorts of follicles (each cohort leading ultimately to a single pre‐ovulatory follicle) are recruited into rapid growth, r max is the ratio of the maximum number of pre‐ovulatory follicles that survive follicular disruption to the overall number of follicle cohorts undergoing rapid growth and r min is ratio of the minimum number of pre‐ovulatory follicles that survive follicular disruption to the overall number of follicle cohorts undergoing rapid growth (Haywood , ,b, ). Empirical data from other species, namely Domestic Hen Gallus gallus domesticus (Gilbert et al .…”
Section: Methodsmentioning
confidence: 99%
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