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well-ordering theorem

[wel-awr-der-ing]

noun

Mathematics.

  1. the theorem of set theory that every set can be made a well-ordered set.

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well-ordered setwell-organized

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  • aa
  • bb
  • cc
  • dd
  • ee
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  • gg
  • hh
  • ii
  • jj
  • kk
  • ll
  • mm
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