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DEF: Diffusion-augmented Ensemble Forecasting (2506.07324v1)

Published 8 Jun 2025 in cs.LG and physics.ao-ph

Abstract: We present DEF (\textbf{\ul{D}}iffusion-augmented \textbf{\ul{E}}nsemble \textbf{\ul{F}}orecasting), a novel approach for generating initial condition perturbations. Modern approaches to initial condition perturbations are primarily designed for numerical weather prediction (NWP) solvers, limiting their applicability in the rapidly growing field of machine learning for weather prediction. Consequently, stochastic models in this domain are often developed on a case-by-case basis. We demonstrate that a simple conditional diffusion model can (1) generate meaningful structured perturbations, (2) be applied iteratively, and (3) utilize a guidance term to intuitivey control the level of perturbation. This method enables the transformation of any deterministic neural forecasting system into a stochastic one. With our stochastic extended systems, we show that the model accumulates less error over long-term forecasts while producing meaningful forecast distributions. We validate our approach on the 5.625$\circ$ ERA5 reanalysis dataset, which comprises atmospheric and surface variables over a discretized global grid, spanning from the 1960s to the present. On this dataset, our method demonstrates improved predictive performance along with reasonable spread estimates.

Summary

  • The paper introduces a novel diffusion-based perturbation mechanism that enhances ensemble forecasting by generating diverse initial input states.
  • It employs an iterative random walk strategy to explore forecast trajectories, leading to improved error calibration and distribution estimation.
  • A guidance term is integrated to control uncertainty levels, enabling efficient and accurate weather predictions with reduced computational demand.

Insightful Overview of "DEF: Diffusion-augmented Ensemble Forecasting"

The paper "DEF: Diffusion-augmented Ensemble Forecasting" introduces a novel approach called DEF that leverages diffusion models for generating initial condition perturbations in ensemble forecasting, specifically tailored for machine learning-based weather prediction. It critically addresses the constraints of traditional numerical weather prediction (NWP) methodologies, which, while effective, often demand substantial computational resources and are not inherently designed for integration with machine learning paradigms.

Methodological Framework and Contributions

The DEF framework integrates a conditional diffusion model intended to transform deterministic neural forecasting systems into stochastic ones. The approach is modular, enabling seamless integration with existing forecasting pipelines, such as those seen with models like GraphCast and FourCastNet. The key contributions of the paper include:

  1. Novel Condition Perturbation: The DEF methodology introduces a diffusion-based perturbation mechanism that operates directly on input conditions, reducing the need for heavy computational resources and allowing for significant exploration within the forecast space.
  2. Iterative Application for Exploration: The method can function iteratively to perform "random walks" within given conditions, enhancing the exploration of the trajectory space and providing more accurate distribution estimations.
  3. Guidance Term for Uncertainty Control: The introduction of a guidance term (scalar ω\omega) allows users to intuitively control the perturbation strength, balancing uncertainty quantification with exploration levels in the state space.

Technical Details and Experimental Findings

Using the ERA5 reanalysis dataset, which includes extensive atmospheric and surface variables, the proposed DEF approach is validated. The method demonstrates improved predictive performance with reasonable spread estimates over different timescales. Key technical aspects include the use of a diffusion probabilistic model to generate perturbed states, iteratively applied to forecast deterministic and stochastic trajectories.

Numerical experimentation shows that the DEF framework produces an ensemble spread that correlates well with forecast errors, yielding more informative distributions compared to conventional deterministic models. This correlation enhances the reliability of forecasts over medium and long-term periods, as evidenced by statistically significant improvements in RMSE scores and metrics like Energy Score and CRPS.

Implications and Future Directions

The paper's implications are twofold, spanning both theoretical advancements and practical applications. Theoretically, DEF's diffusion-augmented strategy enriches the machine learning forecasting paradigm by systematically introducing stochastic elements via model-based perturbations, arguably enhancing the probabilistic robustness and error calibration of neural networks.

Practically, the reduction in computational intensity for generating ensembles posits DEF as a viable alternative for real-world implementation, where computational efficiency and predictive accuracy are paramount. Particularly in operational settings, where resources are limited but demand for accurate predictions is high, DEF could signify a shift toward more scalable and adaptable forecasting systems.

Looking forward, integrating DEF with more potent neural forecasting models like GraphCast could serve as an exciting frontier. Additionally, exploring adaptive tuning of the guidance term based on forecast conditions or incorporating advanced user-informed processes such as Monte Carlo Tree Search may further enhance the model's predictive reliability and applicability across diverse atmospheric conditions.

In summary, "DEF: Diffusion-augmented Ensemble Forecasting" presents a compelling augmentation of ensemble forecasting through innovative use of diffusion models, accentuating the confluence of machine learning and meteorology for improved weather prediction in both accuracy and robustness.

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