叶序
斐波纳契数
生物
实现(概率)
黄金分割率
目的论
自然选择
主题(文档)
章节(排版)
认识论
自然(考古学)
模仿
进化生物学
植物
选择(遗传算法)
生态学
哲学
数学
古生物学
人工智能
计算机科学
几何学
操作系统
离散数学
分生组织
图书馆学
开枪
统计
出处
期刊:Annals of Botany
[Oxford University Press]
日期:1997-09-01
卷期号:80 (3): 231-244
被引量:187
标识
DOI:10.1006/anbo.1997.0422
摘要
The study of the patterns formed by similar units in plants (e.g. leaves, scales, florets) is traced from the first primitive observations in ancient times to the sophisticated studies of today. Mathematics entered into the study early, at first as a way of describing the patterns observed, with Fibonacci numbers and the golden section playing a major role, and later in the construction of models designed to explain their origin. Observation and experiment alternated with theory. Explanations offered alternated between functional and causal. Functional explanations that were at first teleological gave way to those based on the idea of natural selection. Causal explanations alternated between the chemical and the mechanical. New light has been cast on the subject with the realization that phenomena similar to phyllotaxis occur in realms outside of botany.
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