{"version":"1.0","type":"link","title":"Order complete - Newikis","description":"In mathematics, specifically in order theory and functional analysis, a subset of an ordered vector space is said to be order complete in if for every non-empty subset of that is order bounded in (meaning contained in an interval, which is a set of the form for some ), the supremum and the infimum…","provider_name":"Newikis","provider_url":"https://newikis.com","cache_age":86400}