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Efficiently implementable iterative methods for linear elliptic variational inequalities with constraints on the gradient of solution of different iterativemethods formesh approximations of variational inequalities with constraints
Method of penalization for the state equation for an elliptical optimal control problem constraints. A discrete optimal control problem is approximated by a minimization problem with penalized state
Virtual vibrational spectrometer for sp2 carbon clusters. 2. Fullerene C60 and its isomers of the only structure from numerous C60 isomers in practice. The practical implementation of the concept
Parallel computing for numerical calculations of step-index optical fibers eigenmodes by collocation method equations. The integral operator is approximated by collocation method. We propose to use the singular value
Frozen barrier evolution in saturated porous mediaA numerical model capable of simulating the freezing of aqueous solution flow in saturated porous
Automatic code generation for stochastic Runge-Kutta methodsIn this paper we consider in detail the realization of Runge-Kutta stochastic numerical methods
Simulation of a Loss in Stability of the Middle Layer of the Three-Layered Rod Under TensionAbstract: An approximate model of the process of loss in carrying capacity of the three-layered rod
Finite difference approximation of electron balance problem in the stationary high-frequency induction discharges problem is approximated by the finite difference method on a uniform grid. A sufficient condition
Эффективность высших порядков метода конечных разностей при решении стационарного уравнения Шредингера efficiency of the high-order finite-difference method for numerical solution of the one
Radiative properties of highly magnetized isolated neutron star surfaces and approximate treatment of absorption features in their spectra condensed surface. Spectra of condensed iron surfaces are represented by a simple analytical approximation
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