on a nonlinear drift function and
Linear Multifractional Levy Stable Motion (LMSM). The drift function
Yuan, Yuchen,
Chen, Jianxue,
Rong, Jin,
Cattani, Piercarlo,
Kudreyko, Aleksey,
Villecco, Francesco (2023) on the existing state. First of all, the
linear fractional alpha-
stable motion (LFSM) was investigated, along
In this study we use the fractional
Lévy stable motion (fLsm) to establish a finite iterative
Qi, Deyu,
Zhu, Zijiang,
Yao, Fengmin,
Song, Wanqing,
Kudreyko, Aleksey,
Cattani, Piercarlo,
Villecco, Francesco (2024) for the prediction of RUL. In this study, we propose fractional
Lévy stable motion for degradation modeling. First
Song, Wanqing,
Chen, Jianxue,
Wang, Zhen,
Kudreyko, Aleksey,
Qi, Deyu,
Zio, Enrico (2023) is based on adaptive fractional
Lévy stable motion (AfLSM) and integrated with the Mellin
Deng, W.,
Gao, Y.,
Chen, J.,
Kudreyko, A.,
Cattani, C.,
Zio, E.,
Song, W. (2023) lithium batteries. Capacity degradation of the electric car lithium batteries is modeled by the
multi-fractal of the lithium-ion batteries capacity degradation.
Linear and nonlinear drift terms are used to explain
In this paper, a novel method base on non-Markovian Fractional Brownian
Motion (FBM) is proposed
. The output response of the photoelectric position detector to the
rotating laser and the
linearity