Gorev, V.V.GorevShedlovska, Y.Y.ShedlovskaZhuravlyov, M.M.Zhuravlyov2023-07-052023-07-052023Gorev V. On the use of the continuous wiener filter to generalized fractional gaussian noise / Gorev V., Shedlovska Y., Zhuravlyov M. // «Наукова весна» 2023 : матеріали 13-ої Всеукраїнської наук.-техн. конф. студ., аспірантів та молодих вчених, Дніпро, 1-3 березня 2023 року– Дніпро : НТУ «ДП», 2023. – С. 161-162http://ir.nmu.org.ua/handle/123456789/164013The paper is devoted to the investigation of the continuous Kolmogorov–Wiener filter weight function for forecasting of the process described by the generalized fractional Gaussian noise model. Such a model may describe telecommunication traffic, see [1, 2]. Our recent papers were devoted to the corresponding weight function obtaining for the processes in the power-law structure function model [3–5], іn the “usual“ fractional Gaussian noise model [6–8] and in the Gaussian fractional sum-difference model [9]; see also a review in [10]. However, the corresponding investigation for the generalized fractional Gaussian noise model is not yet done. In [11] it is shown, in particular, that the continuous Kolmogorov–Wiener filter may be applied to prediction of smoothed heavy-tail processes. So, the problem under consideration is of interest.enфільтр Вінерафільтр Колмогорова–Вінерадробовий гауссовий шумArticle517.968.21