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Hybrid-Driven State Estimation With Adaptive Cross-Coupled Priors: Enhancing Data Representation and Model
IEEE Transactions on Cybernetics
|December 8, 2025
Summary
This study introduces an adaptive hybrid estimation framework (AMD) for robust state estimation using limited data. AMD effectively fuses model and data-driven insights, improving accuracy even with model uncertainties.
Area of Science:
- Control Systems Engineering
- Machine Learning
- Signal Processing
Background:
- State estimation is crucial for understanding system dynamics.
- Integrating model-driven and data-driven methods offers potential for improved robustness.
- Limited data and model uncertainties pose significant challenges in hybrid estimation.
Purpose of the Study:
- To propose an unsupervised hybrid estimation framework (AMD) that robustly integrates model-driven and data-driven approaches.
- To enhance state estimation accuracy under conditions of limited data and model uncertainties.
- To develop a framework adaptable to complex nonlinear systems.
Main Methods:
- Developed an adaptive model-driven and data-driven (AMD) framework using Bayesian inference.
- Implemented an adaptive cross-coupled prior mechanism for integrating prior information.
- Introduced a two-stage fusion strategy: initial hard fusion followed by adaptive soft fusion.
- Incorporated a dynamic bilinear recurrent module for nonlinear transition dynamics.
- Utilized a nonidentical training-testing strategy and an unsupervised hybrid learning objective.
Main Results:
- AMD demonstrated competitive or superior estimation accuracy compared to state-of-the-art methods.
- The framework showed high performance in underdetermined estimation, model mismatch, and dynamic disturbances.
- AMD effectively leveraged limited information through complementary fusion.
- Enhanced robustness to imperfect model priors was achieved via adaptive soft fusion.
Conclusions:
- The proposed AMD framework offers a robust solution for challenging state estimation problems.
- AMD's adaptability enhances both data representation and model robustness.
- This approach effectively utilizes complementary information for improved state estimation.
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