ハイネ・カントールの定理
1. Heine–Cantor theoremIn mathematics, the Heine–Cantor theorem, named after Eduard Heine and Georg Cantor, states that if M and N are metric spaces and M is compact then every continuous function f : M → N, is uniformly continuous. For instance, if f : [a,b a,b] → R is a continuous function, then it is uniformly continuous.
Read “Heine–Cantor theorem” on English Wikipedia
Read “ハイネ・カントールの定理” on Japanese Wikipedia
Read “Heine–Cantor theorem” on DBpedia
Read “Heine–Cantor theorem” on English Wikipedia
Read “ハイネ・カントールの定理” on Japanese Wikipedia
Read “Heine–Cantor theorem” on DBpedia
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