On the functor of order-preserving functionals (Q2713597)

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On the functor of order-preserving functionals
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    10 June 2001
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    order-preserving functional
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    monad
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    On the functor of order-preserving functionals (English)
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    Let \(O(X)\) be the space of all weakly additive order preserving maps \(C(X)\to \mathbb R\). There is proved that \(O: \text{Comp}\to \text{Comp}\) is a monad on the category of compact Hausdorff spaces.
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