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Dobrushin mean-field approach for queueing large-scale networks with a small parameter parameter μ for building the solutions u:k (t). The evolution analysis of u:k (t) (k=1,2, …) be applied
Infinite order systems of differential equations and large scale random neural networks number of cells. The Cauchy problem for singular perturbed infinite order systems of stochastic
On the higher order geometry of weil bundles over smooth manifolds and over parameter-dependent manifolds(double-struck A sign)Tdouble-struck A signMn and study its properties. Next we consider some categories of m-parameter
Simulation of large-scale queueing systems investigate this system of ordinary differential equations of infinite order with a small real parameter. A
Temperature dependence of the penetration depth of a magnetic field in the presence of dispersion of the superconducting and charge density wave order parameters and superconductivity has been proposed taking into account the dependence of both order parameters on the wave vector
Fullerenes as solitons in chiral model of graphene introduce a unitary matrix U as an order parameter and suggest a scalar chiral model of graphene
First-order polynomial differential equations over matrix skew seriesIn this paper we prove that one can reduce the solution of first-order polynomial matrix ordinary
Inductive and projective limits of Banach spaces of measurable functions with order unities with respect to power parameter if and only if there exist at least two equivalent norms by order unit spaces with order unities fα and fβ
On Stability of a Class of Linear Systems with Distributed and Lumped Parameters of systems with distributed and lumped parameters, described by linear partial and ordinary differential
Even and odd crystal fields on Fe2+ions, local lattice distortion parameters, electron-deformation interaction, and magnetoelectric coupling in FeCr2 O4 contributions to the parameters of even and odd crystal fields acting on the 3d electrons of the Fe2+ ion
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