DOIAbstract
AbstractThis paper gives theorems on the dimension of solution sets of semi-infinite systems of linear inequalities. As an application, some results of Clark and Williams are generalized
AbstractThis paper gives theorems on the dimension of solution sets of semi-infinite systems of linear inequalities. As an application, some results of Clark and Williams are generalized
AbstractWe characterize the solution set S of real linear systems Ax=b by a set of inequalities if b...
Interval linear systems of equalities and inequalities are linear systems, where the real numbered e...
Abstract The BCQ and the Abadie CQ for infinite systems of convex inequalities in Banach spaces are ...
AbstractThis paper gives theorems on the dimension of solution sets of semi-infinite systems of line...
AbstractThis paper extends A.J. Hoffman's results on approximate solutions of finite systems of line...
The evenly convex hull of a given set is the intersection of all the open halfspaces which contain ...
The distance from a given point to the solution set of a system of strict and nonstrict inequalities...
The distance from a given point to the solution set of a system of strict and nonstrict inequalities...
AbstractWe introduce a notion of dimension of max–min convex sets, following the approach of tropica...
AbstractThe solution sets of analytical linear inequality systems posed in the Euclidean space form ...
This paper deals with systems of an arbitrary (possibly infinite) number of both weak and strict lin...
AbstractMany mathematical programming models arising in practice present a block structure in their ...
AbstractThis paper deals with systems of an arbitrary (possibly infinite) number of both weak and st...
In this paper, a necessary and sufficient condition for the solution set of a system of linear inter...
Abstract. For a general infinite system of convex inequalities in a Banach space, we study the basic...
AbstractWe characterize the solution set S of real linear systems Ax=b by a set of inequalities if b...
Interval linear systems of equalities and inequalities are linear systems, where the real numbered e...
Abstract The BCQ and the Abadie CQ for infinite systems of convex inequalities in Banach spaces are ...
AbstractThis paper gives theorems on the dimension of solution sets of semi-infinite systems of line...
AbstractThis paper extends A.J. Hoffman's results on approximate solutions of finite systems of line...
The evenly convex hull of a given set is the intersection of all the open halfspaces which contain ...
The distance from a given point to the solution set of a system of strict and nonstrict inequalities...
The distance from a given point to the solution set of a system of strict and nonstrict inequalities...
AbstractWe introduce a notion of dimension of max–min convex sets, following the approach of tropica...
AbstractThe solution sets of analytical linear inequality systems posed in the Euclidean space form ...
This paper deals with systems of an arbitrary (possibly infinite) number of both weak and strict lin...
AbstractMany mathematical programming models arising in practice present a block structure in their ...
AbstractThis paper deals with systems of an arbitrary (possibly infinite) number of both weak and st...
In this paper, a necessary and sufficient condition for the solution set of a system of linear inter...
Abstract. For a general infinite system of convex inequalities in a Banach space, we study the basic...
AbstractWe characterize the solution set S of real linear systems Ax=b by a set of inequalities if b...
Interval linear systems of equalities and inequalities are linear systems, where the real numbered e...
Abstract The BCQ and the Abadie CQ for infinite systems of convex inequalities in Banach spaces are ...
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