Naturally fractal geometry is applied to the analysis of map objects.
很自然地，分形几何学被用于地图目标的分析。
Random fractal, which involves probability, classical analysis and geometry, is a new mathematics branch.
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。
The fractal geometry and its application in fracture analysis are discussed in this paper. Problems existing in this area and possible approaches to the problems are also put forward.
论述了分形几何的方法及在断口分析中的应用，提出了该领域存在的问题及应努力的方向。
In this article, there is an attempt to analysis the traditional problems in architecture in the new view of fractal geometry.
将分形几何的理论应用于建筑学，以分形几何的新视角来讨论建筑学中的传统问题。
Based on the fractal geometry theory and the survey of the on-site rock mass, the statistical analysis, the network simulation and the fractal dimension calculation of the structural planes were made.
基于分形理论和现场岩体结构面调查，对岩体结构面进行了统计分析、网络模拟和分形维数计算。
The fractal method used for Doppler blood flow signals analysis is an example in geometry domain.
在信号的几何域特征提取方面，给出了利用分形方法分析超声多普勒血流信号的例子。
The fractal method used for Doppler blood flow signals analysis is an example in geometry domain.
在信号的几何域特征提取方面，给出了利用分形方法分析超声多普勒血流信号的例子。
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