...1982年先后用法文和英文出版了三本书，特别是《分形：形、机遇和维数》以及《自然界中的分形几何学(Fractal Geometry of Nature)》，开创了新的数学分支：分形几何学。
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The Fractal Geometry of Nature 大自然的分形几何学 ; 自然界的分形几何学 ; 书名
Euclid geometry can be regarded as an abstraction of nature. Comparing to Euclid geometry's simpleness, Fractal geometry reflects natural contexture more veritably.
欧几里德几何是对自然的高度抽象，分形几何则更为真实地反映了自然的形式结构。
The world hypostases (that is, self-similarity of the part and the whole in a system) is revealed with fractal theory which is known as the geometry of nature.
分形理论揭示了世界的本质即部分与整体的自相似性，它被誉为大自然的几何学。
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