The aim of this paper is to examine the problem of existing seasonal
volatility in total and disaggregated HICP for Baltic Region countries (Denmark,
Estonia, Latvia, Finland, Germany, Lithuania, Poland and Sweden). Using
nonparametric tests, we found that in the case of m-o-m prices, including
fruit, vegetables, and total HICP, the homogeneity of variance during seasons
is rejected. Based on these findings, we propose an exponential smoothing
model with periodic variance of error terms that capture the repetitive
seasonal variation (in conditional or unconditional second moments). In a
pseudo-real data experiment, the short-term forecasts (nowcasting) for the
considered components of inflation were determined using different specifications
of considered models. The forecasting performance of the models was measured
using one of the scoring rules for probabilistic forecasts called logarithmic
score. We found instead that while the periodic phenomenon in variance
was statistically significant, the models with a periodic phenomenon in
variance of error terms do not significantly improve forecasting performance
in disaggregated cases and in the case of total HICP. The simpler models
with constant variance of error term have comparative forecasting (nowcasting)
performance over the alternative model
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