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Characterization of Time-Varying Regimes in Remote Sensing Time Series: Application to the Forecasting of Satellite-Derived Suspended Matter Concentrations

机译:遥感时间序列中时变体制的表征:在卫星衍生悬浮物浓度预测中的应用

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The spatial and temporal coverage of satellites provides data that are particularly well suited for the analysis and characterization of space–time-varying geophysical relationships. The latent-class models aim here to identify time-varying regimes within a dataset. This is of particular interest for geophysical processes driven by the seasonal variability. As a case example, we study the daily concentration of mineral suspended particulate matters estimated from satellite-derived datasets, in coastal waters adjacent to the French Gironde river mouth. We forecast this high-resolution dataset using environmental data (wave height, wind strength and direction, tides, and river outflow) and four latent-regime models: homogeneous and nonhomogeneous Markov-switching models, with and without an autoregressive term (i.e., the mineral suspended matter concentration observed the day before). Using a validation dataset, significant improvements are observed with the multiregime models compared to a classical multiregression and a state-of-the-art nonlinear model [support vector regression (SVR) model]. The best results are reported for a mixture of three regimes for the autoregressive model using nonhomogeneous transitions. With the autoregressive models, we obtain at day+1 for the mixture model forecasting performances of 93% of the explained variance, compared to 83% for a standard linear model and 85% using an SVR. These improvements are more important for the nonautoregressive models. These results stress the potential of the identification of geophysical regimes to improve the forecasting. We also show that nonhomogeneous transition probabilities and estimated autoregressive terms improve forecasting performances when observation data is lacking for short-time period of 1–15 days.
机译:卫星的时空覆盖范围提供了非常适合于分析和表征随时间变化的地球物理关系的数据。潜在类模型的目的是识别数据集中的时变状态。这对于季节性变化驱动的地球物理过程尤为重要。作为一个例子,我们研究了法国吉伦特河口附近沿海水域中卫星衍生数据集估计的矿物质悬浮颗粒物的日浓度。我们使用环境数据(波高,风强和风向,潮汐和河流流出)和四个潜在体制模型(具有或不具有自回归项的均质和非均质马尔可夫切换模型)来预测此高分辨率数据集。前一天观察到的矿物悬浮物浓度)。使用验证数据集,与传统的多元回归和最新的非线性模型[支持向量回归(SVR)模型]相比,使用多区域模型可以观察到显着的改进。对于使用非均匀过渡的自回归模型的三种方案的混合物,报告了最佳结果。使用自回归模型,我们在混合模型的第1天获得了93%的解释方差预测性能,相比之下,标准线性模型的预测性能为83%,使用SVR的预测性能为85%。这些改进对于非自回归模型更为重要。这些结果强调了识别地球物理状况以改善预报的潜力。我们还显示,当缺乏短时1-15天的观测数据时,非均匀过渡概率和估计的自回归项会改善预测性能。

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