- #1
hedipaldi
- 210
- 0
Hi'
can the rational numbers be imbedded in a countable complete metric space X?
If D is the set of isolated points of X,then D is dense in X\D is countable complete metric space so it is homeomorphic to Q.Where am i wrong?
can the rational numbers be imbedded in a countable complete metric space X?
If D is the set of isolated points of X,then D is dense in X\D is countable complete metric space so it is homeomorphic to Q.Where am i wrong?