Is there a "universal" connected compact metric space? – mathoverflow.net 21:52 Posted by Unknown No Comments Fact 1. The Cantor set $K$ is "universal" among nonempty compact metric spaces in the following sense: given any nonempty compact metric space $X$, there exists a continuous surjection $f\colon K \to ... from Hot Questions - Stack Exchange OnStackOverflow via Blogspot Share this Google Facebook Twitter More Digg Linkedin Stumbleupon Delicious Tumblr BufferApp Pocket Evernote Unknown Artikel TerkaitUnexpected and probably wrong "Too deeply nested" error with De Gruyter template – tex.stackexchange.comThe "grep -w" command is not working – unix.stackexchange.comMagento2: Cart events – magento.stackexchange.comWhat is the purpose of confirming old password to create a new password? – security.stackexchange.comDifference between InstallSchema and InstallData – magento.stackexchange.comDaneel or Giskard quote about functioning more efficiently, similar to happiness – scifi.stackexchange.com
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