Aug 2026· Model Assisted Statistics and Applications· 0 citations· 26 references
TL;DR
Empirical evidence is provided that it is vital to solve the leptokurtic distribution in infection data for obtaining stable forecasts and a new model called Robust Laplace-ARDL is proposed, which uses a Double Exponential (Laplace) distribution instead of the standard normal distribution to accommodate heavy-tailed distributions.
Abstract
Accurate forecasts of seasonal influenza are imperative to successfully manage public health resources. However, epidemiological time series data often show significant spiky volatility along with heavy-tailed distributions that do not satisfy the normality assumption required by traditional linear models. This paper proposes a new model called Robust Laplace-ARDL, which uses a Double Exponential (Laplace) distribution instead of the standard normal distribution to accommodate heavy-tailed distributions. Using 792 weekly observations (2005–2020) and benchmarking against a Long Short-term Memory (LSTM) model, the Laplace-ARDL
(
p
=
5
)
model reduces the mean square error (MSE) by
33.5
\%
compared to the LSTM model. This paper provides empirical evidence that it is vital to solve the leptokurtic distribution in infection data for obtaining stable forecasts.
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