首页> 外文会议>Geoscience and Remote Sensing Symposium, 2008 IEEE International-IGARSS 2008 >Automated Estimation of Spectral Neighborhood Size in Manifold Coordinate Representations of Hyperspectral Imagery: Implications for Anomaly Finding, Bathymetry Retrieval, and Land Applications
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Automated Estimation of Spectral Neighborhood Size in Manifold Coordinate Representations of Hyperspectral Imagery: Implications for Anomaly Finding, Bathymetry Retrieval, and Land Applications

机译:高光谱影像的流形坐标表示中光谱邻域大小的自动估计:对异常发现,测深法检索和土地应用的影响

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In the past we have presented a framework for deriving a set of intrinsic manifold coordinates that directly parameterize high-dimensional data, such as that found in hyperspectral imagery[1][2][3][4][5][6][7]. In these previous works, we have described the potential utility of these representations for such diverse problems as land-cover mapping and in-water retrievals such as bathymetry. Because the manifold coordinates are intrinsic, they offer the potential for significant compression of the data, and are furthermore very useful for displaying data structure that can not be seen by linear image processing representations when the data is inherently nonlinear. This is especially true, for example, when the data are known to contain strong nonlinearities, such as in the reflectance data obtained from hyperspectral imaging sensors over the water, where the medium itself is attenuating [2] [3] [5] [7]. These representations are also potentially useful in such applications as anomaly finding [2] [3]. A number of other researchers have looked at different aspects of the manifold coordinate representations such as the best way to exploit these representations through the backend classifier [11], while others have examined alternative manifold coordinate models [10].
机译:在过去,我们已经介绍了导出一组内在歧管坐标的框架,即直接参数化高维数据,例如在高光谱图像中找到的内部数据[1] [2] [3] [4] [5] [6] [6] [ 7]。在这些之前的作品中,我们描述了这些表示对于这种不同问题的潜在效用作为陆地覆盖映射和水中检索,例如沐浴般的检索。因为歧管坐标是内在的,所以它们提供了对数据的显着压缩的潜力,并且还用于显示数据结构,当数据本质上是非线性时,不能通过线性图像处理表示无法看到的数据结构。尤其如此,例如,当已知数据包含强的非线性时,例如在从水中的高光谱成像传感器获得的反射数据中,其中介质本身衰减[2] [3] [7] [7] [7] [7 ]。这些表示在这种应用中也可能有用,因为异常发现[2] [3]。许多其他研究人员研究了歧管坐标表示的不同方面,例如通过后端分类器利用这些表示的最佳方法[11],而其他研究则检查其他歧管坐标模型[10]。

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