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ОБ ОДНОЙ БИНАРНОЙ ПРОБЛЕМЕ В НЕКОТОРОМ КЛАССЕ АЛГЕБРАИЧЕСКИХ УРАВНЕНИЙ И ЕЕ СВЯЗИ С ВЕЛИКОЙ ГИПОТЕЗОЙ ФЕРМА
Кочкарев Б.С.
-called method of descent Fermat. The known class of the Diophantine equations Fermat is reduced to some class
Numerical solution of structural mechanics boundary problems with the use of wavelet-based boundary element method
Kaytukov T.B., Mozgaleva M.L., Akimov P.A.
The distinctive paper is devoted to theoretical foundations of boundary problems' numerical
Specific Implementations of Symplectic Numerical Methods
Gevorkyan M.N.
implementations of symplectic numerical methods are reviewed.
Analysis of the incomplete Galerkin method for modelling of smoothly-irregular transition between planar waveguides
Divakov D., Sevastianov L., Nikolaev N.
of numerical methods. © Published under licence by IOP Publishing Ltd.
INITIAL BOUNDARY VALUE PROBLEMS FOR FUSS-WINKLER-ZIMMERMANN AND SWIFT-HOHENBERG NONLINEAR EQUATIONS OF 4TH ORDER
Kostin D.V.
of the Swift-Hohenberg equation and dynamic descent to the points of minimal values of the functional of energy
Logarithmic Barrier Method Via Minorant Function for Linear Programming
Leulmi, Assma, Leulmi, Soumia, Леулми, Ассма, Леулми, Cоумия
. We are interested in computation of the direction by Newton’s method and of the displacement step
Initial–boundary value problems for Fuss-Winkler-Zimmermann and Swift–hohenberg nonlinear equations of 4th order
Kostin D.V.
of the Swift–Hohenberg equation and dynamic descent to the points of minimal values of the functional of energy
Testing method for riveted connections using the free oscillation technique. Numerical simulation
Saifullin E., Vankov Y., Busarov A.
objects. In order to accelerate the development of certain testing methods, the numerical experiments were
Checking the definiteness of forms
Arutyunov A.V., Izmailov A.F.
, such as the steepest descent method and the conjugate gradient method. A theoretical analysis and computational
Influence of Numerical Diffusion on the Growth Rate of Viscous Fingers in the Numerical Implementation of the Peaceman Model by the Finite Volume Method
Apushkinskaya D.E., Lazareva G.G., Okishev V.A.
A numerical model of oil displacement by a mixture of water and polymer based on the Peaceman model

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