GARCH-FIS: A Hybrid Forecasting Model with Dynamic Volatility-Driven Parameter Adaptation
Wen-Jing Li, Da-Qing Zhang

TL;DR
The GARCH-FIS hybrid model dynamically adapts fuzzy inference parameters based on volatility estimates for improved multi-step financial time series forecasting, outperforming traditional models in accuracy and stability.
Contribution
It introduces a novel dynamic parameter adaptation mechanism for fuzzy inference in a hybrid GARCH-FIS model, enhancing multi-step forecasting of volatile financial data.
Findings
Outperforms benchmark models like SVR, LSTM, and ARIMA-GARCH in accuracy.
Effectively adapts to market volatility regimes, improving robustness.
Reduces error accumulation in extended recursive forecasts.
Abstract
This paper proposes a novel hybrid model, termed GARCH-FIS, for recursive rolling multi-step forecasting of financial time series. It integrates a Fuzzy Inference System (FIS) with a Generalized Autoregressive Conditional Heteroskedasticity (GARCH) model to jointly address nonlinear dynamics and time-varying volatility. The core innovation is a dynamic parameter adaptation mechanism for the FIS, specifically activated within the multi-step forecasting cycle. In this process, the conditional volatility estimated by a rolling window GARCH model is continuously translated into a price volatility measure. At each forecasting step, this measure, alongside the updated mean of the sliding window data -- which now incorporates the most recent predicted price -- jointly determines the parameters of the FIS membership functions for the next prediction. Consequently, the granularity of the fuzzy…
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Taxonomy
TopicsStock Market Forecasting Methods · Financial Risk and Volatility Modeling · Financial Distress and Bankruptcy Prediction
