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首页> 外文期刊>Landscape Ecology >Textural ordination based on Fourier spectral decomposition: a method to analyze and compare landscape patterns.
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Textural ordination based on Fourier spectral decomposition: a method to analyze and compare landscape patterns.

机译:基于傅立叶光谱分解的纹理排序:一种分析和比较景观格局的方法。

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摘要

We propose an approach to texture characterization and comparison that directly uses the information of digital images of the earth surface without requesting a prior distinction of structural patches. Digital images are partitioned into square windows that define the scale of the analysis and are submitted to the two-dimensional Fourier transform for extraction of a simplified textural characterization (in terms of coarseness) via the computation of a radial power spectrum. Spectra computed from many images of the same size are systematically compared by means of a principal component analysis (PCA), which provides an ordination along a limited number of coarseness vs. fineness gradients. As an illustration, we applied this approach to digitized panchromatic air photos depicting various types of land cover in a semiarid landscape of northern Cameroon. We performed textural ordinations at several scales by using square windows with sides ranging from 120 m to 1 km. At all scales, we found two coarseness gradients (PCA axes) based on the relative importance in the spectrum of large (>50 km-1), intermediate (30-50 km-1), small (10-25 km-1) and very small (<10 km-1) spatial frequencies. Textural ordination based on Fourier spectra provides a powerful and consistent framework to identifying prominent scales of landscape patterns and to compare scaling properties across landscapes..
机译:我们提出一种纹理表征和比较的方法,该方法直接使用地球表面的数字图像信息,而无需事先区分结构斑块。数字图像被划分到定义分析范围的方形窗口中,并提交给二维傅立叶变换,以通过计算径向功率谱来提取简化的纹理特征(就粗糙度而言)。通过主成分分析(PCA)可以系统地比较从许多相同大小的图像计算得到的光谱,该分析可以沿有限数量的粗糙度与细度梯度进行排序。作为说明,我们将这种方法应用于数字化全色航空照片,该照片描绘了喀麦隆北部半干旱景观中各种类型的土地覆盖。我们使用方孔从120 m到1 km的方窗在几个尺度上进行了纹理规范。在所有尺度上,基于大(> 50 km-1),中(30-50 km-1),小(10-25 km-1)频谱的相对重要性,我们发现了两个粗糙度梯度(PCA轴)和非常小的(<10 km-1)空间频率。基于傅立叶光谱的纹理排序提供了一个强大而一致的框架,可用于识别景观模式的显着比例并比较整个景观的比例属性。

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