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May 1, 20260 citationsOpen Access

Adaptive Post-Prediction Stabilization for Forecasting Models via Stochastic Contraction and ABSM Scaling

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PGParthib Ghosh

Key Points

  • This work aims to enhance the stability of prediction trajectories in various forecasting models.
  • A model-agnostic framework focusing on post-prediction stabilization is proposed.
  • The method utilizes stochastic contraction theory and an adaptive balancing scaling mechanism (ABSM).
  • Experiments are conducted on multiple models including ARIMA, LSTM, GRU, Random Forest, and XGBoost.
  • The proposed framework successfully stabilizes prediction trajectories across all evaluated models.
  • Enhancements in stability and variance reduction are observed, demonstrating the effectiveness of ABSM scaling.
  • Stabilization techniques lead to more reliable forecasting in the presence of noise.

Abstract

This repository contains the implementation, experiments, and supplementary materials for the paper “Adaptive Post-Prediction Stabilization for Forecasting Models via Stochastic Contraction and ABSM Scaling.” The work introduces a model-agnostic post-prediction stabilization framework that operates on forecasting outputs rather than modifying the underlying predictive model. The proposed method combines stochastic contraction theory with an adaptive balancing scaling mechanism (ABSM) to enforce bounded and stable trajectory dynamics under noise. Unlike conventional approaches that optimize predictive accuracy, this framework focuses on stabilizing the geometry of prediction trajectories in time series forecasting systems. The method is evaluated across statistical, machine learning, and deep learning forecasting models including ARIMA, LSTM, GRU, Random Forest, and XGBoost. The repository includes: Implementation of ABSM-based stabilization operator Stochastic contraction simulation framework Experimental evaluation scripts Visualization tools for trajectory stability and variance analysis Reproducible Colab notebook All experiments are fully reproducible and designed to support further research in stable forecasting systems, dynamical systems theory in machine learning, and post-processing correction operators.

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Cite This Study

Parthib Ghosh (2026) studied this question.

synapsesocial.com/papers/69f443cb967e944ac5566da0https://doi.org/10.5281/zenodo.19896863
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