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The separation of barium was made by a process of fractional crystallisation.
Analysis is presented of the process of "fractional extraction".
Solera is a process for aging by fractional blending, resulting in an end product that is a mixture of ages.
Because wavelet basis expansion behaves as Karhunen Loève type expansion for fractional Brownian processes, we assume that the given image belongs to a 1st order or a 2nd order isotropic fractional Brownian field (IFBF).
The paper [13] obtained the LSE for fractional Ornstein-Uhlenbeck processes and derived the asymptotic normality of this LSE by using Malliavin calculus.
We have introduced a new explicit numerical method, based on a discrete stochastic process, for solving a class of fractional partial differential equations that model reaction subdiffusion.
In [23], Wu et al. proposed a Riesz-Caputo fractional difference within the discrete fractional calculus, suggested a fractional difference equation method for anomalous diffusion in discrete finite domains, and discussed the numerical simulation of a lattice fractional diffusion process for various difference orders.
A similar problem for stochastic processes driven by fractional noise in the path-dependent case was investigated in Cialenco et al. [14].
As fractional Brownian motion plays an important role in the modeling of financial time series, there has been a growing interest in the study of similar problems for stochastic processes driven by fractional Brownian motion (fBm) in view of their applications to long-range dependence of time series.
No evidence for fractional charge particles was found.
They will get stock for whole shares of Agilent and cash for fractional ones.
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