分形几何是研究无限复杂但具有一定意义下自相似图形和结构的几何学。
Divides the shape geometry is the research infinite is complex but has under the certain significance from the similar figures and the structure geometry.
所以，在几何学里，我们把一个图形与另一个图形相比较，借以突出其同一性。
Hence in geometry we compare one figure with another, so as to bring out their identity.
三角网剖分技术在地质学、计算几何学、图形图像学和生物医学等众多领域得到广泛的应用。
Triangulation is widely used in geology, computational geometry, graphics, images, and many other science and biomedical and other fields.
分形几何学除了研究线性分形外，还研究具有自反转性质的不规则图形的非线性问题。
The fractal geometry includes not only the linear fractal problems, but those non-linear ones of irregular figures with self-reverse.
分形几何学除了研究线性分形外，还研究具有自反转性质的不规则图形的非线性问题。
The fractal geometry includes not only the linear fractal problems, but those non-linear ones of irregular figures with self-reverse.
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