ON SETS OF POSITIVE LINEAR OPERATORS IN TOPOLOGICAL VECTOR SPACES.
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WISCONSIN UNIV MADISON MATHEMATICS RESEARCH CENTER
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Let K sub x and K sub y be convex cones in the topological linear spaces X and Y, respectively. A continuous linear operator A mapping X into Y is called positive if the image of K sub x under A is a subset of K sub y. Properties of the maximal set of positive linear operators are investigated. Author
- Theoretical Mathematics