Testa Nicholas D, Dworkin Ian
Department of Integrative Biology, Michigan State University, East Lansing, MI, USA.
Program in Ecology, Evolutionary Biology and Behavior, Michigan State University, East Lansing, MI, USA.
Dev Genes Evol. 2016 Jun;226(3):159-71. doi: 10.1007/s00427-016-0534-7. Epub 2016 Apr 1.
Much of the morphological diversity in nature-including among sexes within a species-is a direct consequence of variation in size and shape. However, disentangling variation in sexual dimorphism for both shape (SShD), size (SSD), and their relationship with one another remains complex. Understanding how genetic variation influences both size and shape together, and how this in turn influences SSD and SShD, is challenging. In this study, we utilize Drosophila wing size and shape as a model system to investigate how mutations influence size and shape as modulated by sex. Previous work has demonstrated that mutations in epidermal growth factor receptor (EGFR) and transforming growth factor-β (TGF-β) signaling components can influence both wing size and shape. In this study, we re-analyze this data to specifically address how they impact the relationship between size and shape in a sex-specific manner, in turn altering the pattern of sexual dimorphism. While most mutations influence shape overall, only a subset have a genotypic specific effect that influences SShD. Furthermore, while we observe sex-specific patterns of allometric shape variation, the effects of most mutations on allometry tend to be small. We discuss this within the context of using mutational analysis to understand sexual size and shape dimorphism.
自然界中许多形态多样性——包括同一物种内不同性别之间的形态多样性——都是大小和形状变化的直接结果。然而,区分形状(SShD)、大小(SSD)的性二态性变化以及它们彼此之间的关系仍然很复杂。了解基因变异如何同时影响大小和形状,以及这又如何反过来影响SSD和SShD,是具有挑战性的。在本研究中,我们利用果蝇翅膀的大小和形状作为模型系统,来研究突变如何影响受性别调节的大小和形状。先前的研究表明,表皮生长因子受体(EGFR)和转化生长因子-β(TGF-β)信号成分的突变可同时影响翅膀的大小和形状。在本研究中,我们重新分析这些数据,以具体探讨它们如何以性别特异性方式影响大小与形状之间的关系,进而改变性二态性模式。虽然大多数突变总体上影响形状,但只有一部分具有影响SShD的基因型特异性效应。此外,虽然我们观察到了异速生长形状变化的性别特异性模式,但大多数突变对异速生长的影响往往较小。我们在利用突变分析来理解性别大小和形状二态性的背景下讨论了这一点。