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On the Selection of Weights for Difference Schemes to Approximate Systems of Differential EquationsWe consider the problem of determining the weights of difference schemes whose form is specified
Crank-Nicholson difference scheme for the system of nonlinear parabolic equations observing epidemic models with general nonlinear incidence rate on four systems of nonlinear parabolic equations to explain how it works on one and multidimensional
Oscillation of solutions to non-linear difference equations with several advanced arguments difference equation with advanced arguments (Formula Present) We establish sufficient conditions
Consistent Equations of Nonlinear Multilayer Shells Theory in the Quadratic Approximation-dimensional equations describing geometrically nonlinear deformation for arbitrary displacements and small strains
Sufficiently general conditions to solvability of essentially nonlinear parabolic differential-difference equationsWe study essentially nonlinear parabolic differential-difference equations. Under considered
Critical solutions of nonlinear equations: stability issues extend the concept to general nonlinear equations (not necessarily with primal–dual optimality structure
Sectorial differential-difference operators with degenerationA priori estimates was obtained for solutions of elliptic differential difference equations
Three-wave mixing of ordinary and backward electromagnetic waves: extraordinary transients in the nonlinear reflectivity and parametric amplification nonlinear reflectivity. The differences are illustrated through comparison with the counterparts in ordinary
The bisection method for solving the nonlinear bar eigenvalue problem of the finite difference method on a uniform grid. The finite difference scheme is equivalent to the matrix
Oscillation theorems for third order nonlinear delay difference equationsSufficient conditions are obtained for the third order nonlinear delay difference equation
Страница 5 из 6496
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