As a main factor of fractal geometry,fractal dimension is used to quantificationally analyze the spatial complexity of map objects.
提出了一种基于分形理论的元分维模型,可以用于描述地图目标的局部形态特征变化,为地图目标的进一步分析应用提供了一个新的思路。
If the scaling range of observing is large enough,the Richardson curve of a map object always has an inverse ogee shape.
在观测尺度r的取值范围足够大时,地图目标的Richardson曲线往往呈现反S形态。
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。