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Numerical solution of boundary value problems for the eikonal equation in an anisotropic medium
Churbanov A.G., Vabishchevich P.N.
boundary value problem (BVP)formulated in the present work is the limit of the diffusion–reaction problem
Space of initial data for the second boundary-value problem for a parabolic differential-difference equation in Lipschitz domains
Selitskii A.M.
Space of initial data for the second boundary-value problem for a parabolic differential
Error of the Finite Element Approximation for a Differential Eigenvalue Problem with Nonlinear Dependence on the Spectral Parameter
Samsonov A., Solov’ev P., Solov’ev S., Korosteleva D.
problem of the second order with homogeneous Dirichlet boundary condition is considered. The problem
Transformable calculation schemes in geometrically nonlinear problems of mechanics of sandwich plates with the contour reinforcing beams
Paimushin V., Badriev I., Makarov M., Kholmogorov S.
the boundary value problem, it was used by the finite sum method. The solving the nonlinear problem arising
Nonconformal schemes of the finite-element method for nonlinear hyperbolic conservation laws
Fedotov E.
We suggest a method for constructing grid schemes for initial-boundary value problems for many
Correctness investigation of a boundary value problem for a parabolic equation with nonlocal space operator with respect to the solution gradient
Ivanova A., Pavlova M.
operator is product of nonlinear bounded function which depends on nonlocal characteristic with respect
On solvability by quadratures conditions of boundary value problems for second order hyperbolic systems
Sozontova E.
© Sozontova E.A. 2016.In the present work we consider boundary value problems for second order
Identification of time-dependent coefficients of heat transfer by the method of suboptimal stage-by-stage optimization
Kostyukova, O. I.
of the tube is considered. Heat transfer is described by the initial boundary-value problem for 1D nonlinear
WEAK SOLVABILITY OF NONLINEAR ELLIPTIC EQUATIONS INVOLVING VARIABLE EXPONENTS
Aberqi A., Bennouna J., Benslimane O., Ragusa M.A.
boundary value problems, involving the (p(m), q(m))− equation and the nonlinearity is superlinear but does
$$\eta$$-Invariant for Parameter-Dependent Boundary Value Problems
Savin A.Y., Zhuikov K.N.
$$\eta$$-Invariant for Parameter-Dependent Boundary Value Problems

Страница 12 из 8521

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