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Einstein-scalar-Gauss-Bonnet black holes: Analytical approximation for the metric and applications to calculations of shadows that correspond to black holes with nontrivial scalar hair have been reported. Here, we employ the method
A parabolic shape optimization problemIn this article, we discuss some approximation methods for optimal design problems governed
Hydrodynamics of the atomic Bose-Einstein condensate beyond the mean-field approximation-field approximation are discussed together from a single point of view. All these models are derived from
On the solving of equilibrium problem for the soft network shell with a load concentrated at the point-empty, convex, and closed. The finite dimensional approximations of the problem are constructed
Approximating performance measures of radio admission control model for non real-time services with maximum bit rates in LTE an approximate method for calculating the blocking probability. © 2015 AIP Publishing LLC.
Solution of elliptic optimal control problem with pointwise and non-local state constraints constraints. We construct a finite-difference approximation of the problem, we prove the existence
Asymptotic properties of the problem on eigenvibrations of the bar with attached load was approximated by the mesh scheme of the finite element method on a uniform grid. Error estimates for approximate
Problem of estimating approximate integrals of motion of multiparticle systemsA simple method is proposed for estimating approximate integrals of motion (AIM), introduced in [4
Two-level iterative method for non-stationary mixed variational inequalities-valued nonmonotone mapping and a general convex function, where only approximation sequences are known instead
Superfluidity of heated Fermi systems in the static fluctuation approximation are studied in the static fluctuation approximation, which is an original method. This method relies on a
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