很自然地，分形几何学被用于地图目标的分析。
Naturally fractal geometry is applied to the analysis of map objects.
分形几何学是研究破碎而不规则的事物或现象的理论。
Fractal theory is used to research the fragment and irregular phenomena.
这些促使数学家进一步的研究，从而产生了分形几何学。
These mathematicians to further study, which had a fractal geometry.
分形几何学是用分数维定量地表征不规则几何体的复杂性。
Fractal geometry studies the characteristics of irregular 'geometric object and indicates quantitatively the complexity of geometric object by using concept of fractal dimension.
不少复杂的物理现象，背后就是反映着这类层次结构的分形几何学。
A number of complex physical phenomena, behind such a level that is reflected in the structure of fractal geometry.
应用分形几何学的原理和方法对木榄幼苗的形态特征和生物量进行了研究。
By the use of the principles and methods of fractal geometry, the morphological character and biomass of?
分形几何学在物理学、生物学上的应用也正在成为有充实内容的研究领域。
Fractal geometry in physics, biological applications have enriched the content is becoming a field of study.
以菊石为例，应用分形几何学的观点对菊石缝合线的形态进行了定量描述。
With the suture line of ammonites as an example, the morphological feature in this paper is quantitatively described in view of fractal geometry.
本文依据分形几何学，进一步探讨了断裂的平面分布，特别是断裂带的几何特征。
Based on fractal geometry, this paper further comments on the planar distribution of faults, especially the geometric characteristics of the fault zone.
引用岩体力学方法和分形几何学，用强度因子和分形维数对煤体变形进行定量评价。
Quoted rock mechanics and fractal geometry, used strength coefficient and fractal dimension quantitatively evaluated the deformation of coal.
根据分形几何学并结合非达西渗流力学，建立了分形油藏低速非达西渗流的数学模型。
Numerical model of low velocity non Darcy percolation for fractal reservoir has been set up according to fractal geometry and non Darcy percolation mechanics.
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.
针对以往公路网评价缺少几何总体性测度指标，引进分形几何学中分维数概念分析公路网。
The appraisement about the network of highways didn't contain the geometrical overall measure index in the past. This paper introduces the fractal concept in the fractal geometry to remedy the defect.
通过现场勘察发现，地质断裂面的几何形态表现为粗糙起伏的不规则性质，这种性质可以用分形几何学描述。
It is found from site investigation that the geological fracture is of rough and irregular character. This property can be described by using fractal geometry.
作者在油藏描述中利用地质统计与分形几何学相结合的方法，开发了只有两口井条件下的井间储层参数预测方法。
However. the authors developed a new method available for the prediction on reservoir parameters of only two Wells, applying geostatistics combined with fractional geometry in reservoir description.
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。
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.
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 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.
MIFA法就是一种定量的分形几何学方法。本文应用MIFA法对塔里木盆地塔中地区志留系储层孔隙结构进行了研究。
The MIFA, as a fractal geometry method, is used to study the Silurian reservoir of Tazhong area in this paper.
根据分形几何学的重要参数———分形维数可以反映复杂分形体空间分布的特征，将红柳地区构造层断层系作为一个平面集来进行分形维数的研究。
The fault system of structural horizon in Hongliu area was taken as a plane set to be studied with the fractal dimension.
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.
天线的分形设计是电磁理论与几何学的融合。
The fractal design of antennas is the combination of electromagnetic theory and geometry.
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。
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.
随机分形是融概率论、经典分析和几何学于一体的新兴数学分支。
Random fractal, which involves probability, classical analysis and geometry, is a new mathematics branch.
分形几何被称为大自然的几何学。其研究对象是破碎的、不光滑的和不规则的几何物体，但在不同的尺度下看它，却具有相同或相近的结构。
Its object is broken, not smooth and irregular geometric objects, but in different scales reading it, but with the same or similar structure.
分形几何被称为大自然的几何学。其研究对象是破碎的、不光滑的和不规则的几何物体，但在不同的尺度下看它，却具有相同或相近的结构。
Its object is broken, not smooth and irregular geometric objects, but in different scales reading it, but with the same or similar structure.
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