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SYSTEMATICS OF 2,--, 7-MINERALS SERIES

机译:2,-,7矿物系列的系统

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摘要

The problem of ordering and nomenclature of mineral series is reduced to the same one for the corresponding graphs: their vertices mean mineral species and edges-mineral series, if such ones exist among those species. It is shown that all of 2-, …, 7-mineral series (1251 configurations in the whole) could be distinguished from the point of interrelations of their complete (ideal) subseries. For an example, the garnet series is considered in detail. An appropriate taxonomy allows to arrange the mineral series in order of their complexity. Various transformations of the graphs lead to another one order relation within the mineral series multitude The whole their multiformity is defined as a structure with, basically, evolutionary character.
机译:对于相应的图,矿物序列的有序性和命名问题被简化为相同的:它们的顶点表示矿物种类和边沿矿物系列(如果这些种类之间存在)。结果表明,从2个,…,7个矿产系列(整体为1251个构型)的所有方面可以从它们完整(理想)子系列的相互关系中区分出来。例如,石榴石系列被详细考虑。适当的分类法可以按矿物的复杂程度排列矿物系列。图的各种变换导致多种矿物序列之间的另一阶关系。它们的整体多样性被定义为具有进化特征的结构。

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