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Estimation of vegetation chlorophyll content with Variational Heteroscedastic Gaussian Processes

机译:用变分异方差高斯过程估算植被中的叶绿素含量

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Accurate estimation of biophysical variables is the key to monitor our Planet. In particular, leaf chlorophyll content helps in interpreting the chlorophyll fluorescence signal from space, which is an accurate indicator of the actual state of the vegetation beyond greenness. Recently, the family of Bayesian nonparametric methods has provided excellent results in these situations. A particularly useful method in this framework is the Gaussian Processes regression (GP). However, standard GP assumes that the variance of the noise process is independent of the signal, which does not hold in most of the problems. In this paper, we propose a non-standard variational approximation that allows accurate inference in signal-dependent noise scenarios. We show that the so-called Variational Heteroscedastic Gaussian Process (VHGP) regression is an excellent alternative to standard GP for the retrieval of vegetation chlorophyll content from hyperspectral images. In general VHGP outperforms GP (and many other empirical and machine learning techniques) in accuracy and bias, and reveals more robust when a low number of examples is available.
机译:准确估算生物物理变量是监测我们星球的关键。尤其是,叶绿素含量有助于解释来自太空的叶绿素荧光信号,这是绿色以外植被实际状态的准确指示。最近,在这些情况下,贝叶斯非参数方法家族提供了出色的结果。在此框架中,一种特别有用的方法是高斯过程回归(GP)。但是,标准GP假定噪声过程的方差与信号无关,这在大多数问题中均不成立。在本文中,我们提出了一种非标准的变分近似,可以在与信号有关的噪声情况下进行准确的推断。我们表明,所谓的变分异方差高斯过程(VHGP)回归是从高光谱图像中检索植被叶绿素含量的标准GP的绝佳替代品。通常,VHGP在准确性和偏差方面优于GP(以及许多其他经验和机器学习技术),并且在可用的示例数量较少时显示出更强的鲁棒性。

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