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 deals with systems of an arbitrary (possibly infinite) number of both weak and st...
AbstractThis paper provides an extension to linear semiinfinite systems of a well-known property of ...
AbstractThe solution sets of analytical linear inequality systems posed in the Euclidean space form ...
AbstractThis paper gives theorems on the dimension of solution sets of semi-infinite systems of line...
We study the geometrical properties of the convex semi-infinite systems and their solution sets. Our...
AbstractIn this paper new versions of solvability theorems are given for general inequality systems ...
AbstractThe solution sets of analytical linear inequality systems posed in the Euclidean space form ...
AbstractThis paper deals with systems of an arbitrary (possibly infinite) number of both weak and st...
AbstractWe give a definition of the normal form of an optimal solution of a linear programming probl...
In this paper we present constraint qualifications which completely characterize the Farkas–Minkowsk...
This paper deals with systems of an arbitrary (possibly infinite) number of both weak and strict lin...
AbstractWe introduce a notion of dimension of max–min convex sets, following the approach of tropica...
AbstractThis paper gives theorems on the boundedness of the feasible and the optimal solutions sets ...
This paper deals with systems of an arbitrary (possibly infinite) number of both weak and strict lin...
This paper analyzes inequality systems with an arbitrary number of proper lower semicontinuous conve...
AbstractThis paper deals with systems of an arbitrary (possibly infinite) number of both weak and st...
AbstractThis paper provides an extension to linear semiinfinite systems of a well-known property of ...
AbstractThe solution sets of analytical linear inequality systems posed in the Euclidean space form ...
AbstractThis paper gives theorems on the dimension of solution sets of semi-infinite systems of line...
We study the geometrical properties of the convex semi-infinite systems and their solution sets. Our...
AbstractIn this paper new versions of solvability theorems are given for general inequality systems ...
AbstractThe solution sets of analytical linear inequality systems posed in the Euclidean space form ...
AbstractThis paper deals with systems of an arbitrary (possibly infinite) number of both weak and st...
AbstractWe give a definition of the normal form of an optimal solution of a linear programming probl...
In this paper we present constraint qualifications which completely characterize the Farkas–Minkowsk...
This paper deals with systems of an arbitrary (possibly infinite) number of both weak and strict lin...
AbstractWe introduce a notion of dimension of max–min convex sets, following the approach of tropica...
AbstractThis paper gives theorems on the boundedness of the feasible and the optimal solutions sets ...
This paper deals with systems of an arbitrary (possibly infinite) number of both weak and strict lin...
This paper analyzes inequality systems with an arbitrary number of proper lower semicontinuous conve...
AbstractThis paper deals with systems of an arbitrary (possibly infinite) number of both weak and st...
AbstractThis paper provides an extension to linear semiinfinite systems of a well-known property of ...
AbstractThe solution sets of analytical linear inequality systems posed in the Euclidean space form ...
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