| 斐氏聚集,元极图与层次波 |
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| 引用本文： | 方京水. 斐氏聚集,元极图与层次波[J]. 人天科学研究, 1997, 6(4): 40-44 |
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| 作者姓名： | 方京水 |
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| 作者单位： | 南昌飞机制造公司 南昌，330024 |
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| 摘 要： | 论述了“一”的聚集即裴波纳契聚集是产生层次波的自然结构，聚集是有形有象的物质与无形无象的特质的聚集，无与有在不同层次的相互转化就形成了层次波。波动理论与元极图理论是相似的。
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| 关 键 词： | 艾略特原理 元极图 波动原理 斐氏聚集 层次波 |
The Fibonacci Gathering, Yuanji Chart and the Gradation Wave |
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| Fang Jingshui male,senior engineer, Nangchang Airplane Manufacturing Corporation,Nangchang,,PRC.. The Fibonacci Gathering, Yuanji Chart and the Gradation Wave[J]. , 1997, 6(4): 40-44 |
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| Authors: | Fang Jingshui male senior engineer Nangchang Airplane Manufacturing Corporation Nangchang PRC. |
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| Affiliation: | Fang Jingshui male,senior engineer, Nangchang Airplane Manufacturing Corporation,Nangchang,330024,PRC. |
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| Abstract: | An exposition is made that gathering of one, that is, the Fibonacci Gathering is the natural structure to generate gradation wave, that it is the gathering of the matter of form and icon and the matter of formlessness and iconlessness, that the inter-transition of Wu and You at different gradation makes the gradation wave. Thus,the theory of wave agrees with that of Yuanji Chart. |
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| Keywords: | principle of Eliot principle of wave of the universe Fibonacci gathering gradation wave |
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