Remove glossary
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@ -40,8 +40,7 @@ Their main advantages stem from the fact that the models calibrate themselves
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\cite{cleveland1990} introduce a seasonal and trend decomposition using a
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repeated locally weighted regression - the so-called Loess procedure - to
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smoothen the trend and seasonal components, which can be viewed as a
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generalization of the methods above and is denoted by the acronym
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\gls{stl}.
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generalization of the methods above and is denoted by the acronym STL.
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In contrast to the X11, X13, and SEATS methods, the STL supports seasonalities
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of any lag $k$ that must, however, be determined with additional
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statistical tests or set with out-of-band knowledge by the forecaster
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