首页> 外文期刊>Journal of biological systems >MORE ON THEORETICAL MORPHOSPACE AND ITS RELATION TO FRESHWATER GOMPHONEMOID-CYMBELLOID DIATOM (BACILLARIOPHYTA) LINEAGES
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MORE ON THEORETICAL MORPHOSPACE AND ITS RELATION TO FRESHWATER GOMPHONEMOID-CYMBELLOID DIATOM (BACILLARIOPHYTA) LINEAGES

机译:理论形态学的更多内容及其与淡水鱼腥藻细胞直径脉络线(杆菌)谱系的关系

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摘要

All forms from hypothesized gomphonemoid-cymbelloid lineages were constructed using three-dimensional (3D) parametric equations with the same boundary intervals for all forms. To construct a theoretical morphospace, the absolute value of the Riemann sum of differences between pairs of forms in terms of surfaces in the x-, y- and z-directions was determined and plotted in 3D space. In general, naviculoid forms occupied the lowest valued morphospace, and cymbelloid and gomphonemoid forms occupied different higher valued morphospaces. In particular, Anomoeoneis, Brebissonia and Placoneis were basal to cymbelloid and gomphonemoid forms. Brebissonia was found to be more closely related to gomphonemoid forms, and Placoneis was found to be more closely related to cymbelloid forms. Reimeria was found to be in lower valued morphospace than other cymbelloid forms, including Encyonema. Didymosphenia was found to be more closely associated with cymbelloid morphospace. Gomphocymbelloid forms were more closely associated with gomphonemoid forms. These results are complementary to the previous study and mostly supported Kociolek and Stoermer's cladistic analysis of gomphonemoid-cymbelloid lineages. In addition, some ideas concerning evolutionary pathways and ontogeny with respect to theoretical morphospaces were explored.
机译:使用三维(3D)参数方程式从所有形式的假定边界区间构建三维假想的伞形/小脑后代的所有形式。为了构建理论上的形态空间,确定了沿x,y和z方向的表面形式的成对形式之间的差的黎曼和的绝对值,并将其绘制在3D空间中。通常,Naviculoid形式占据了最低值的词素空间,而Cymbelloid和gomphonemoid形式占据了不同的高值词素空间。尤其是,Anomoeoneis,Brebissonia和Placoneis是以c形和类淋巴形式为基础的。发现布雷西亚松与类淋巴管形式更紧密相关,而普拉科奈斯则与c骨形式更紧密相关。发现Reimeria的形态空间比其他翼龙形式(包括松柏目)低。发现双眼畸形与c骨形态空间更紧密相关。淋巴小球形式与淋巴样形式更紧密相关。这些结果是对先前研究的补充,并且在很大程度上支持了Kociolek和Stoermer对类淋巴-小脑系谱系的分类分析。此外,还探讨了一些有关理论形态空间的进化途径和本体论的思想。

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