The space M is determined up to isometry by this property, and is called the completion of M.The completion of M can be constructed as a set of equivalence classes of Cauchy sequences in M.

 
  • 新構造的完備度量空間M' 在等距同構意義下由該性質(zhì)所唯一決定,稱(chēng)為M的 完備化空間 。
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