| Fractal几何的理论形成及应用发展 |
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| 引用本文： | 叶万辉,马克明.Fractal几何的理论形成及应用发展[J].东北林业大学学报,1993,21(6):84-88. |
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| 作者姓名： | 叶万辉 马克明 |
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| 作者单位： | 东北林业大学
(叶万辉，马克明)，东北林业大学(陈华豪) |
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| 摘 要： | 在阐述Ｆｒａｃｔａｌ几何由来和应用发展的基础上，分析了它在应用过程中对其理论体系的完善过程。着重指出目前Ｆｒａｃｔａｌ几何理论不再局限于对自然形体的形态描述及形成过程的分析上。而已开始用于对抽象表现空间的自然现象及的评价。Ｆｒａｃｔａｌ一词也在理论和应用发展过程中扩展了内涵。这充分说明理论和实践相辅相承共同发展这一哲学观点的正确性。
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| 关 键 词： | 分数维几何 自相似性 尺度 |
THE FORMATION OF THEORY OF FRACTAL GEOMETRY AND ITS DEVELOPMENTS AND APPLICATION |
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| Ye Wanhui Ma Keming Chen Huahao.THE FORMATION OF THEORY OF FRACTAL GEOMETRY AND ITS DEVELOPMENTS AND APPLICATION[J].Journal of Northeast Forestry University,1993,21(6):84-88. |
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| Authors: | Ye Wanhui Ma Keming Chen Huahao |
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| Institution: | Northeast Forestry University |
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| Abstract: | This paper dealed with the origin and developments of Fractal geometry, and declared that Fractal geometry was not confined to describe the morphology and formation process of natural objects, but was applied to access natural phenomena and their relations in abstract representational space at present. The concept of Fractal was enlarged with the development of theory and application. |
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| Keywords: | Fractal geometry Selfsimilarity Scale |
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