The Fractal Dimension of Taxonomic Systems | |
通讯作者 | BURLANDO, B. UNIV GENOA,IST ZOOL,VIA BALBI 5,I-16126 GENOA,ITALY. |
学科主题 | Biology ; Mathematical & Computational Biology |
出处 | JOURNAL OF THEORETICAL BIOLOGY |
ISSN号 | 0022-5193 |
1990 | |
卷号 | 146期号:1页码:99-114 |
英文摘要 | The hypothesis that biological diversity has a fractal geometry is tested through the examination of size-frequency distributions of taxa with different numbers of subtaxa. Data used derive from 44 checklists and catalogues of species concerning protists, fungi, plants and animals, and from three synoptic classifications of protists, plants and animals. Distributions give hyperbolic curves whose log-log plots are almost linear, with negative slopes. Long tails of distribution curves due to very large taxa call for skew variants of hyperbolic curves. The positive values of log-log regression line slopes correspond to the fractal dimensionsD of the taxonomic assemblages, characterizing their diversity. Non-random occurrence of D values among groups suggests a relationship with true biologic diversity patterns, rather than an effect of taxonomic criteria. Differences in fractal dimension among the examined lists are discussed, the more relevant being the higher differentiation of marine groups with respect to continental ones. The fractal geometry of diversity is viewed as an evolutionary pattern possibly related to scaling evolutionary processes, suggested by the finding of hyperbolic trends at different taxonomic levels. |
内容类型 | 共享期刊论文 |
源URL | [http://ir.yic.ac.cn/handle/133337/6733] |
专题 | 烟台海岸带研究所_科研共享资源 |
推荐引用方式 GB/T 7714 | . The Fractal Dimension of Taxonomic Systems. 1990. |
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