Table 3

Applied smoothing algorithms

Adaptive Degree Polynomial Filter (ADP) 
Auto Regressive Model (ARI) 
Fast Fourier Transform Filtering (FFT) 
Friedman's Super Smoother (SUP) 
Generalized Additive Model (GAM) 
Kalman Filtering (KAF) 
Kernel Smoother (KER) 
Locally-Weighted Polynomial (POL) 
Robust Running Medians (RRM) 
Savitzky-Golay Filters (SGF) 
Simple Moving Average (SMA) 
Spline (SPL) 
Tukey Smoother (TUK) 
MethodReferenceSample
TUK Mallows (1979)  Fiskeaux & Ling (1982)  
KAF Tusell (2011)  Pan et al. (2016)  
FFT Cochran et al. (1967)  Yang et al. (2004)  
SPLa,e Reinsch (1967)  Eubank (1988)  
KERa,e Härdle & Vieu (1992)  Speckman (1988))  
SMAa Hyndman (2011)  He et al. (2020)  
RRMa Friedman & Stuetzle (1982)  Polasek (1984)  
SUPa,e Friedman (1984)  Friedman & Silverman (1989)  
POLa,e Atkeson et al. (1997)  Rajagopalan & Lall (1998)  
SGFb Press & Teukolsky (1990)  Bromba & Ziegler (1981)  
ARIb,e Akaike (1969)  Lohani et al. (2012)  
ADPc,e Barak (1995)  Jakubowska & Kubiak (2004)  
GAMd,e Hastie (2017)  Murphy et al. (2019)  
Adaptive Degree Polynomial Filter (ADP) 
Auto Regressive Model (ARI) 
Fast Fourier Transform Filtering (FFT) 
Friedman's Super Smoother (SUP) 
Generalized Additive Model (GAM) 
Kalman Filtering (KAF) 
Kernel Smoother (KER) 
Locally-Weighted Polynomial (POL) 
Robust Running Medians (RRM) 
Savitzky-Golay Filters (SGF) 
Simple Moving Average (SMA) 
Spline (SPL) 
Tukey Smoother (TUK) 
MethodReferenceSample
TUK Mallows (1979)  Fiskeaux & Ling (1982)  
KAF Tusell (2011)  Pan et al. (2016)  
FFT Cochran et al. (1967)  Yang et al. (2004)  
SPLa,e Reinsch (1967)  Eubank (1988)  
KERa,e Härdle & Vieu (1992)  Speckman (1988))  
SMAa Hyndman (2011)  He et al. (2020)  
RRMa Friedman & Stuetzle (1982)  Polasek (1984)  
SUPa,e Friedman (1984)  Friedman & Silverman (1989)  
POLa,e Atkeson et al. (1997)  Rajagopalan & Lall (1998)  
SGFb Press & Teukolsky (1990)  Bromba & Ziegler (1981)  
ARIb,e Akaike (1969)  Lohani et al. (2012)  
ADPc,e Barak (1995)  Jakubowska & Kubiak (2004)  
GAMd,e Hastie (2017)  Murphy et al. (2019)  

aSingle parameter.

bDouble parameter.

cTriple parameter.

dAbove triple parameter model.

eModels with the ability of forecasting.

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