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Automatic land and sea surface temperature estimation from remote sensing data

机译:遥感数据自动陆地和海面温度估计

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Land surface temperature (LST) and sea surface temperature (SST) are important quantities for many environmental models, and remote sensing is a feasible and promising way to estimate them on a regional and global scale. In order to estimate LST and SST from satellite data many algorithms have been devised, most of which require a-priori information about the surface and the atmosphere. However, the high variability of surface and atmospheric parameters causes these traditional methods to produce significant estimation errors, thus making their application on a global scale critical. A recently proposed approach involves the use of support vector machines (SVMs). Based on satellite data and corresponding in-situ measurements, they generate an approximation of the relation between them, which can be used subsequently to estimate unknown surface temperatures for additional satellite data. Such a strategy requires the user to set several internal parameters. In this paper a method is proposed for automatically setting these parameters to values that lead to minimum estimation errors. This is achieved by minimizing a functional correlated to regression errors (i.e., the "span-bound" upper bound on the leave-one-out error) which can be computed using only the training set, without the need for a further validation set. In order to minimize this functional, the Powell's algorithm is used, because it is applicable also to nondifferentiable functions. Experimental results generated by the proposed method turn out to be very similar to those obtained by cross-validation and by a grid search for the parameter configuration yielding the best test-set accuracy, although with a dramatic reduction in the computational times.
机译:土地表面温度(LST)和海表面温度(SST)是许多环境模型的重要数量,遥感感应是一种可行和有希望的方式来估计区域和全球范围。为了估计来自卫星数据的LST和SST,已经设计了许多算法,其中大部分都需要有关表面和大气的先验信息。然而,表面和大气参数的高可变性导致这些传统方法产生了显着的估计误差,从而使其在全球范围内的应用。最近提出的方法涉及使用支持向量机(SVM)。基于卫星数据和对应的原位测量,它们会产生它们之间的关系的近似,其随后可以使用以估计额外的卫星数据的未知表面温度。这样的策略要求用户设置多个内部参数。在本文中,提出了一种方法,用于自动将这些参数设置为导致最小估计误差的值。这是通过最小化与回归误差相关的功能(即,休假误差上的“跨界”上限)来实现的,这可以仅使用训练集来计算,而无需进一步的验证集。为了最小化这一功能,使用Powell的算法,因为它也适用于非增强功能。由所提出的方法产生的实验结果结果与通过交叉验证获得的实验结果以及通过交叉验证获得的那些以及参数配置的网格搜索产生最佳的测试设定精度,尽管计算时间急剧减少。

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