As a mathematic tool of modeling natural geometry, fractal theory has been found wide applications in varied fields with great success.
分形理论作为一种描述客观世界的几何工具，在短短的时间内已成功应用于许多学科。
Developed by Cornell researchers, the program deduced the natural laws without a shred of knowledge about physics or geometry.
这套程序由康奈尔大学的研究人员编制而成，在没有丝毫物理或几何知识帮助的情况下推断自然定律。
Geometry is the most easy to change form, mathematics of interior design schools of structuralism, so natural also becomes the main elements of the design of the KTV.
几何是数学中最易于变化的形体，也是室内设计流派结构主义的标志体，所以自然也成了此次ktv设计的主要元素。
You may find that different from the western gardens with regular geometry designs, Chinese garden designers strive to make the gardens appear naturally formed, like natural landscape scenery.
你会发现与西方园林的规则几何型园林不同，中国的园林建造者努力使园林看上去显得自然天成，宛如天然的自然式山水风光。
Fractal geometry is received in increasing attention as a model of natural phenomena.
作为一种自然景物的模型，分形几何越来越多地受到了人们的关注。
Fractal theory which derived from the expanding of fractal geometry to application fields have been influencing greatly natural science and even fields of philosophy, history, art and culture.
由分形几何学衍生推广至应用领域而形成的分形理论对自然科学乃至哲学、历史、艺术、文化等领域产生了重大的影响。
Fractal is widely used in many fields such as the image data compression, simulation of natural scenery, the growing of fractal geometry and the research of chaos motility system.
分形几何学在图像数据压缩、模拟自然景物，艺术图案设计、分形生长及混沌动力系统的研究等方面有着广泛的应用。
Conceived as two simple, entwined "ribbons" of enclosed walks, the new Bilkent Erzurum Lower School connects to an existing campus and its geometry, and a natural topography.
作为两个简单、交织的封闭式“丝带”形状，新的毕尔肯大学埃尔·祖鲁姆低年级学校连接现有的校园、其几何形状和自然形成的地形。
Born in 20th century 70's of fractal geometry for people to observe and provides a new perspective, natural and designers with rich layers of things and phenomena of attention and interest.
诞生于20世纪70年代的分形几何为人们观察和认识自然提供了新的视角，并引发了设计师对具有丰富层次的事物与现象的关注和兴趣。
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。
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。
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