Sublinear and continuous order-preserving functions for noncomplete preorders

Mathematics – General Topology

Scientific paper

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8 pages

Scientific paper

We characterize the existence of a nonnegative, sublinear and continuous
order-preserving function for a not necessarily complete preorder on a real
convex cone in an arbitrary topological real vector space. As a corollary of
the main result, we present necessary and sufficient conditions for the
existence of such an order-preserving function for a complete preorder.

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