wofsy Messages 724 Reaction score 0 Thread starter Aug 10, 2009 #1 Can you show me a metric on the 2 dimensional disc so wild that no open subset can be embedded in R^3?
Can you show me a metric on the 2 dimensional disc so wild that no open subset can be embedded in R^3?
wofsy Messages 724 Reaction score 0 Aug 11, 2009 #3 zhentil said: Embedded isometrically? Otherwise, it's false. yes. No open subset can be embedded isometrically in R^3
zhentil said: Embedded isometrically? Otherwise, it's false. yes. No open subset can be embedded isometrically in R^3