AbstractIn this paper, we implement an extended version of the inexact approach proposed by Fang and Wu (1994) for solving linear semi-infinite programming problems. Some interesting numerical results are reported. The results confirm that the inexact approach is indeed more efficient and more robust than the exact approach
This paper concerns applications of advanced techniques of variational analysis and generalized diff...
Semi-infinite programs will be solved by bisections within the framework of LPs. No gradient informa...
AbstractBy using the theory of parametric semi-infinite programming, we show that the solution of a ...
AbstractIn this paper, we implement an extended version of the inexact approach proposed by Fang and...
AbstractThis paper discusses a class of linear semi-infinite programming problems with finite number...
AbstractLinear semi-infinite programming deals with the optimization of linear functionals on finite...
AbstractIn this paper, we design an algorithm for solving linear semi-infinite programming problems ...
AbstractThis paper deals with the stability of linear semi-infinite programming (LSIP, for short) pr...
One of the major computational tasks of using the traditional cutting plane approach to solve linear...
In this paper, the classical KKT, complementarity and Lagrangian saddle-point conditions are general...
We present a primal method for the solution of the semi-infinite linear programming problem with con...
AbstractIn this paper, we first transform the semi-infinite programming problem into the KKT system ...
The problem (LFP) of finding a feasible solution to a given linear semi-infinite system arises in di...
Semi-infinite programming problems can be efficiently solved by reduction type methods. Here, we pre...
In this paper, we present a new method to solve linear semi-infinite programming. This method bases ...
This paper concerns applications of advanced techniques of variational analysis and generalized diff...
Semi-infinite programs will be solved by bisections within the framework of LPs. No gradient informa...
AbstractBy using the theory of parametric semi-infinite programming, we show that the solution of a ...
AbstractIn this paper, we implement an extended version of the inexact approach proposed by Fang and...
AbstractThis paper discusses a class of linear semi-infinite programming problems with finite number...
AbstractLinear semi-infinite programming deals with the optimization of linear functionals on finite...
AbstractIn this paper, we design an algorithm for solving linear semi-infinite programming problems ...
AbstractThis paper deals with the stability of linear semi-infinite programming (LSIP, for short) pr...
One of the major computational tasks of using the traditional cutting plane approach to solve linear...
In this paper, the classical KKT, complementarity and Lagrangian saddle-point conditions are general...
We present a primal method for the solution of the semi-infinite linear programming problem with con...
AbstractIn this paper, we first transform the semi-infinite programming problem into the KKT system ...
The problem (LFP) of finding a feasible solution to a given linear semi-infinite system arises in di...
Semi-infinite programming problems can be efficiently solved by reduction type methods. Here, we pre...
In this paper, we present a new method to solve linear semi-infinite programming. This method bases ...
This paper concerns applications of advanced techniques of variational analysis and generalized diff...
Semi-infinite programs will be solved by bisections within the framework of LPs. No gradient informa...
AbstractBy using the theory of parametric semi-infinite programming, we show that the solution of a ...