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A minimization algorithm with approximation of an epigraph of the objective function and a constraint set problem which belongs to a class of cutting methods. In the algorithm an epigraph of the objective
A variant of the multi-step bundle method an unconstrained optimization problem. In this method an epigraph of the objective function is approximated
An approximation solvability method for nonlocal differential problems in Hilbert spaces with the approximation solvability method and the bounding functions technique. No compactness or condensivity condition
Solving the problem of Bingham fluid flow in cylindrical pipeline, which simulates viscoplastic Bingham flow in a pipe. This variational inequality is approximated
Multidimensional central limit theorem for sums of functions of the trajectories of endomorphisms almost optimal rate of convergence to the normal distribution. In the proof we use “method of successive
Well-Posedness and Uniform Approximations of the Solution of a Boundary Value Problem for a Singular Integro-Differential Equation selected spaces, allows to use approximate methods for its solving. We propose a general projection method
Convergence of approximate solutions to two-dimensional singular integral equation with Cauchy kernel in the integral metrics to approximate solution to two-dimensional singular integral equation with the Cauchy kernel by the moment method
Cutting-plane method based on epigraph approximation with discarding the cutting planes constraints that form the approximation sets obtained during the solution process. Prove the method’s
On the convergence rate of an iterative method for the linearized navier-stokes equations reported. Specifically, the Fréchet derivative is inverted by the method of successive approximations
Approximation of Variational Eigenvalue ProblemsA variational eigenvalue problem in an infinite-dimensional Hilbert space is approximated by a
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