well-ordering theorem
[ wel-awr-der-ing ]
/ ˈwɛlˈɔr dər ɪŋ /
noun Mathematics.
the theorem of set theory that every set can be made a well-ordered set.
Words nearby well-ordering theorem
well-nigh,
well-off,
well-oiled,
well-ordered,
well-ordered set,
well-ordering theorem,
well-organized,
well-padded,
well-paid,
well-placed,
well-planned