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Completeness for vector lattices. (arXiv:1710.03128v1 [math.FA])
来源于:arXiv
The notion of unboundedly order converges has been recieved recently a
particular attention by several authors. The main result of the present paper
shows that the notion is efficient and deserves that care. It states that a
vector lattice is universally complete if and only if it is unboundedly order
complete. Another notion of completeness will be treated is the notion of
sup-completion introduced by Donner. 查看全文>>