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Noises are random processes described by the shape of its power spectral density (PSD).
We take into account the presence of spin-flip processes described by γsf.
The sequence of observations can be interpreted in terms of the processes described by Tsunoda (1983).
Its major characteristic is its ability to simulate processes described by a hybrid model.
Furthermore, the methodology can be applied to other food processes described by distributed models.
All adsorption processes described by Dubinin Radushkevich model following pseudo-second order kinetics.
Thus a wave diffusion dualism of the processes described by the neutral-fractional equation is established.
Explicit solutions might be helpful for understanding some processes described by the NDDEs, especially the soliton solutions [2, 14].
Heat maps of Cα torsion angle give nice graphical representations of processes described by the MD simulations.
Subject of this paper is the design of optimal experiments for chemical processes described by nonlinear DAE models.
We address the problem of estimating the relative entropy rate (RER) for two stochastic processes described by stochastic differential equations.
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