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Order preserving operator function via the inequality (Applied Functional Analysis)
Order preserving operator function via the inequality (Applied Functional Analysis)openaire
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Some general theorems on the existence of order-preserving functions
Mathematical Social Sciences, 1988This paper proves some general theorems on the existence of order- preserving functions on topological ordered spaces. The proofs are based on Nachbin's generalization to topological ordered spaces of the theorems of Urysohn and Weil in general topology.
Ghanshyam Mehta
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Continuous representability of homothetic preorders by means of sublinear order-preserving functions
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Continuous Order-Preserving Functions for All Kind of Preorders
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