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Concerning the Inequality of Hermite-Hadamard Generalized for convex functions, within the framework of a generalized operator integral. Results are general in nature

The method of conditional minimization based on the selection of the optimal value of the objective function© Published under licence by IOP Publishing Ltd. One of the convex programming methods that allows

Mathematical simulation of the bending problem of the hinged sandwich plate in physically nonlinear statement of physically nonlinear problem of bending the hinged sandwich plate with transversal soft core. The generalized

НЕПРЕРЫВНЫЙ МЕТОД ВТОРОГО ПОРЯДКА ДЛЯ СМЕШАННЫХ ВАРИАЦИОННЫХ НЕРАВЕНСТВ В ГИЛЬБЕРТОВОМ ПРОСТРАНСТВЕ monotone operator and strongly convex lower semicontinuous nondifferentiable functional second

On Zipf–Mandelbrot entropy theory, ecology and economics, etc. The main purpose of this paper is to associate results for convex

Hermite-hadamard type integral inequalities for convex functions and their applicationsHermite-hadamard type integral inequalities for convex functions and their applications

Second order necessary conditions for optimal impulsive control problems minimization problem with equality and inequality type constraints and constraints given by convex cone.

An Exact Penalty Function Method for Solving the Full Eigenvalue and Eigenvector ProblemThe investigation of the full eigenvalue and eigenvector problem in the case of multiple or close

Necessary conditions for impulsive nonlinear optimal control problems without a priori normality assumptionsFirst-order and second-order necessary conditions of optimality for an impulsive control problem

Necessary conditions for an extremum for 2-regular problemsThe paper deals with the problem of minimizing a real-valued smooth function fcolon X to Bbb R over

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