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Published on: June 24, 2019
Empirical correction of a toy climate model
Nicholas A Allgaier1, Kameron D Harris, Christopher M Danforth
1Department of Mathematics and Statistics, Vermont Advanced Computing Core, Vermont Complex Systems Center, The University of Vermont, Burlington, Vermont 05401, USA.
This study introduces an empirical model correction technique to improve forecast accuracy for nonlinear systems. The method reduces forecast errors more effectively than parameter tuning but can alter system dynamics.
Area of Science:
- Atmospheric science
- Nonlinear dynamics
- Computational modeling
Background:
- Improving forecast model accuracy for physical systems like the atmosphere is critical.
- Recent research has focused on state estimation errors, leading to increased focus on model error's role in forecast uncertainty.
Purpose of the Study:
- To investigate an empirical model correction procedure for enhancing forecast accuracy.
- To quantify systematic model bias and state-dependent error patterns.
- To assess the effectiveness of the correction procedure in a scenario with a structurally different model.
Main Methods:
- Comparing short forecasts with a reference 'truth' system during a training period.
- Calculating state-independent model bias and state-dependent error patterns.
- Estimating the likelihood of state-dependent errors at each time step.
Main Results:
- The empirical correction procedure reduces forecast error more effectively than parameter tuning.
- This improved accuracy prolongs the usefulness of forecasts.
- A trade-off exists: increased accuracy leads to qualitative differences in system dynamics.
Conclusions:
- Empirical model correction offers a promising approach to enhance forecast accuracy in complex systems.
- Addressing state-dependent errors is crucial for reducing forecast uncertainty.
- Further methods are presented to mitigate dynamical changes and boost accuracy.
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