Add to ORKGby Yuen Chung Man.Bibliography: leaves 47-48Thesis (M.Ph.)--Chinese University of Hong Kong, 198
AbstractUsing a minmax approach, we establish saddle point optimality conditions and Lagrangian dual...
AbstractLinear semi-infinite programming deals with the optimization of linear functionals on finite...
We consider the class of linear programs with infinitely many variables and constraints having the p...
AbstractIn this paper duality theory for infinite dimensional linear programs is discussed in a topo...
Strong duality for conic linear problems $(P)$ and $(D)$ generated by convex cones $S\subset X$, $T\...
Recently, Chan and Sun [Chan, Z. X., D. Sun. Constraint nondegeneracy, strong regularity and nonsing...
AbstractWe study the infinite dimensional linear programming problem. The previous work done on this...
This is an investigation of some basic properties of strictly inductive limits of Hilbert spaces, ca...
The main purpose of this paper is to extend the John theorem on nonlinear programming with inequalit...
The present work is a first step towards a systematic constructive development of the theory of oper...
Linear approximation and linear programming duality theory are used as unifying tools to develop sad...
In this note we analyze the simultaneous preservation of the consistency (and of the inconsistency) ...
The use of duality principle for characterizing solution of general optimization problem posed in th...
Summary. The number of computational or theoretical applications of nonlinear duality theory is smal...
The purpose of this paper is to establish various converse duality results for nonlinear programming...
AbstractUsing a minmax approach, we establish saddle point optimality conditions and Lagrangian dual...
AbstractLinear semi-infinite programming deals with the optimization of linear functionals on finite...
We consider the class of linear programs with infinitely many variables and constraints having the p...
AbstractIn this paper duality theory for infinite dimensional linear programs is discussed in a topo...
Strong duality for conic linear problems $(P)$ and $(D)$ generated by convex cones $S\subset X$, $T\...
Recently, Chan and Sun [Chan, Z. X., D. Sun. Constraint nondegeneracy, strong regularity and nonsing...
AbstractWe study the infinite dimensional linear programming problem. The previous work done on this...
This is an investigation of some basic properties of strictly inductive limits of Hilbert spaces, ca...
The main purpose of this paper is to extend the John theorem on nonlinear programming with inequalit...
The present work is a first step towards a systematic constructive development of the theory of oper...
Linear approximation and linear programming duality theory are used as unifying tools to develop sad...
In this note we analyze the simultaneous preservation of the consistency (and of the inconsistency) ...
The use of duality principle for characterizing solution of general optimization problem posed in th...
Summary. The number of computational or theoretical applications of nonlinear duality theory is smal...
The purpose of this paper is to establish various converse duality results for nonlinear programming...
AbstractUsing a minmax approach, we establish saddle point optimality conditions and Lagrangian dual...
AbstractLinear semi-infinite programming deals with the optimization of linear functionals on finite...
We consider the class of linear programs with infinitely many variables and constraints having the p...