Publication | Open Access
Forecasting global climate drivers using Gaussian processes and convolutional autoencoders
119
Citations
36
References
2023
Year
Forecasting MethodologyEngineeringMachine LearningSpatiotemporal Data FusionWeather ForecastingClimate ModelingEarth ScienceSocial SciencesConvolutional AutoencodersProbabilistic ForecastingData ScienceHydroclimate ModelingGaussian ProcessesClimate ForecastingPrediction ModellingHydrometeorologySpatiotemporal DiagnosticsPredictive AnalyticsGeographyForecastingMl ApproachesRobust ModelingHigh-resolution Modeling
Machine learning (ML) methods have become an important tool for modelling and forecasting complex high-dimensional spatiotemporal datasets such as those found in environmental and climate modelling applications. ML approaches can offer a fast, low-cost alternative to short-term forecasting than expensive numerical simulation while addressing a significant outstanding limitation of numerical modelling by being able to robustly and dynamically quantify predictive uncertainty. Low-cost and near-instantaneous forecasting of high-level climate variables has clear applications in early warning systems, nowcasting, and parameterising small-scale locally relevant simulations. This paper presents a novel approach for multi-task spatiotemporal regression by combining data-driven autoencoders with Gaussian Processes (GP) to produce a probabilistic tensor-based regression model. The proposed method is demonstrated for forecasting one-step-ahead temperature and pressure on a global scale simultaneously. By conducting probabilistic regression in the learned latent space, samples can be propagated back to the original feature space to produce uncertainty estimates at a vastly reduced computational cost. The composite GP-autoencoder model was able to simultaneously forecast global temperature and pressure values with average errors of 3.82 °C and 638 hPa, respectively. Further, on average the true values were within the proposed posterior distribution 95.6% of the time illustrating that the model produces a well-calibrated predictive posterior distribution.
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