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On Generalized Solutions of the First Boundary Value Problem for Differential-Difference Equations with Variable CoefficientsAbstract We consider the first boundary value problem for a second-order differential

Robinson stability of parametric constraint systems via variational analysis derive first- and second-order conditions for this property under minimal constraint qualifications

Second-order variational analysis in second-order cone programming the uniqueness of Lagrange multipliers together with an error bound estimate in the general second-order cone

Necessary conditions for an extremum in 2-regular problems necessary condition in automatically satisfied with λ= 0, irrespective of f. The first and second-order

Parametric bases for elliptic boundary value problem in the reduction of a 3D elliptic boundary-value problem (BVP) to a set of second-order ordinary differential

On integration of the first order differential equations in a finite terms of the first order differential equations in a finite terms or symbolical integration. In the report three

Generalized Solutions of the First Boundary Value Problem for a Differential–Difference Equation in Divergence Form on a Finite IntervalWe consider the Dirichlet problem for a second-order differential–difference equation in divergence

On Generalized Solutions of the Second Boundary-Value Problem for Differential-Difference Equations with Variable CoefficientsWe consider the second boundary-value problem for a second-order differential-difference equation

On Generalized Solutions of the Second Boundary Value Problem for Differential-difference Equations with Variable CoefficientsThe second boundary value problem for a second order differential-difference equation with variable

First and Second Order of Accuracy Difference Schemes for Third Order Partial Differential EquationIn this paper, we consider a local boundary-value problem for a third-order partial differential

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