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Вычисление пространственных координат целей в разностно- дальномерных комплексах пассивной локации методом Левенберга- Марквардта

Дмитренко, А. А., Седышев, С. Ю., Кулешов, Ю. Е., Богатырев, А. А., Dmitrenko, A. A., Sedyshev, S. Y., Kuleshov, Y. У., Bogatyrev, A. A.

. This article studies and analyzes the results of applying numerical iterative methods for solving nonlinear

An Adaptive Partial Linearization Method for Optimization Problems on Product Sets

concordant to this partition. We suggest an adaptive version of the partial linearization method, which makes

Method of adiabatic modes in research of smoothly irregular integrated optical waveguides: Zero approximation

Egorov A.A., Sevast'yanov L.A., Sevast'yanov A.L.

We consider the application of the method of adiabatic waveguide modes for calculating

Estimating the Domain of Absolute Stability of a Numerical Scheme Based on the Method of Solution Continuation with Respect to a Parameter for Solving Stiff Initial Value Problems

Kuznetsov E.B., Leonov S.S., Tsapko E.D.

deals with numerical methods based on solution continuation with respect to arguments of various types

An effective stable numerical method for integrating highly oscillating functions with a linear phase

Sevastianov L.A., Lovetskiy K.P., Kulyabov D.S.

A practical and simple stable method for calculating Fourier integrals is proposed, effective both

An Adaptive Partial Linearization Method for Optimization Problems on Product Sets

concordant to this partition. We suggest an adaptive version of the partial linearization method, which makes

Convergence of the galerkin method for numerical calculation of the guided modes of an integrated optical guide

The Galerkin method for numerical calculation of the natural modes of an integrated optical guide

Symbolic-Numeric Study of Geometric Properties of Adiabatic Waveguide Modes

Divakov D.V., Tiutiunnik A.A., Sevastianov A.L.

it possible to obtain symbolic or symbolic-numerical expressions for vector fields of guided modes. Making use

Numerical Investigation of Physically Nonlinear Problem of Sandwich Plate Bending

Badriev I., Makarov M., Paimushin V.

© 2016 The Authors.The present work is devoted to the numerical investigation of geometrically

About development of numerical methods of analysis of spatial plate-shell reinforced concrete structures with allowance for non-linearities

Belostosky A.M., Karpenko N.I., Akimov P.A., Sidorov V.N., Karpenko S.N., Petrov A.N., Kaytukov T.B., Kharitonov V.A.

The distinctive paper is devoted to development of numerical methods of spatial plate

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