Regularly Ordered

(Functional Analysis)

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Functional Analysis
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What is Regularly ordered?

In mathematics, specifically in order theory and functional analysis, an ordered vector space X is said to be regularly ordered and its order is called regular if X is Archimedean ordered and the order dual of X distinguishes points in X. Being a regularly ordered vector space is an important property in the theory of topological vector lattices.

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functional analysis

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