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A thinking innovation strategy based Northern goshawk optimizer enhanced extreme learning machine for bankruptcy
Keyu Jiang1, Xuhai Zhao2,3, Yulin Li4,5
1Dundee International Institute of Central South University, Changsha, China.
This study introduces an enhanced Northern goshawk Optimizer (TIS_NGO) to improve bankruptcy risk prediction. The novel approach optimizes Kernel Extreme Learning Machine (KELM) models for more accurate financial forecasting.
Area of Science:
- Financial Risk Management
- Computational Intelligence
- Machine Learning
Background:
- Bankruptcy risk prediction is crucial for financial institutions.
- Traditional models face challenges with high-dimensional financial data.
- Metaheuristic algorithms offer potential for enhanced model performance.
Purpose of the Study:
- To propose a novel bankruptcy prediction model using an improved metaheuristic algorithm.
- To enhance the performance of Kernel Extreme Learning Machine (KELM) for financial risk assessment.
- To introduce the Thought-Inspired Strategy Northern goshawk Optimizer (TIS_NGO) for parameter optimization.
Main Methods:
- Integration of KELM with the TIS_NGO algorithm.
- TIS_NGO enhancements include divergence-based innovation, differential evolution-inspired prey-attacking, and opposition-based boundary control.
- Model performance evaluated on CEC2017, CEC2022 benchmark suites, and the Wieslaw bankruptcy dataset.
Main Results:
- TIS_NGO demonstrated superior convergence speed and solution accuracy compared to standard NGO, PSO, and GWO.
- The TIS_NGO-optimized KELM achieved high classification accuracy and robustness on the bankruptcy dataset.
- Validated the effectiveness of combining advanced metaheuristics with machine learning for financial forecasting.
Conclusions:
- The proposed TIS_NGO-KELM model offers a promising advancement in bankruptcy prediction accuracy and stability.
- This approach provides a new technical pathway for early warning systems in the financial domain.
- Highlights the potential of improved metaheuristic algorithms in financial risk management.
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