DOIAbstract
AbstractWe prove a global error bound result on the quadratic perturbation of linear programs. The error bound is stated in terms of function values
AbstractWe prove a global error bound result on the quadratic perturbation of linear programs. The error bound is stated in terms of function values
The global convergence properties of a class of penalty methods for nonlinear pro-gramming are analy...
Abstract In this paper, we study the error bound of non-lower semicontinuous functions. First, we ex...
The paper addresses parametric inequality systems described by polynomial functions in finite dimens...
We prove a global error bound result on the quadratic perturbation of linear programs. The error bou...
AbstractWe prove a global error bound result on the quadratic perturbation of linear programs. The e...
A perturbation result concerning the upper and lower bounds on relative errors of solutions to linea...
AbstractA perturbation result concerning the upper and lower bounds on relative errors of solutions ...
Numerous efforts in the literature are devoted to studying error bounds in optimization problems. Th...
Originated from the practical implementation and numerical considerations of iterative methods for s...
This paper studies stability of error bounds for convex constraints in Banach spaces. We show that c...
In this paper several types of perturbations on a convex inequality system are considered, and condi...
textabstractIn this paper Lipschitzian type error bounds are derived for general convex conic proble...
A wide variety of problems in global optimization, combinatorial optimization as well as systems and...
AbstractClassical upper bounds on global numerical errors are much too large for most ordinary diffe...
This paper presents a branch-delete-bound algorithm for effectively solving the global minimum of qu...
The global convergence properties of a class of penalty methods for nonlinear pro-gramming are analy...
Abstract In this paper, we study the error bound of non-lower semicontinuous functions. First, we ex...
The paper addresses parametric inequality systems described by polynomial functions in finite dimens...
We prove a global error bound result on the quadratic perturbation of linear programs. The error bou...
AbstractWe prove a global error bound result on the quadratic perturbation of linear programs. The e...
A perturbation result concerning the upper and lower bounds on relative errors of solutions to linea...
AbstractA perturbation result concerning the upper and lower bounds on relative errors of solutions ...
Numerous efforts in the literature are devoted to studying error bounds in optimization problems. Th...
Originated from the practical implementation and numerical considerations of iterative methods for s...
This paper studies stability of error bounds for convex constraints in Banach spaces. We show that c...
In this paper several types of perturbations on a convex inequality system are considered, and condi...
textabstractIn this paper Lipschitzian type error bounds are derived for general convex conic proble...
A wide variety of problems in global optimization, combinatorial optimization as well as systems and...
AbstractClassical upper bounds on global numerical errors are much too large for most ordinary diffe...
This paper presents a branch-delete-bound algorithm for effectively solving the global minimum of qu...
The global convergence properties of a class of penalty methods for nonlinear pro-gramming are analy...
Abstract In this paper, we study the error bound of non-lower semicontinuous functions. First, we ex...
The paper addresses parametric inequality systems described by polynomial functions in finite dimens...
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