
Can the Lobachevsky plane be embedded into R^3 ?
Posted:
Mar 5, 2007 4:07 PM


Can the Lobachevsky plane be embedded into R^3 ?
(The Lobachevsky metric must be induced by the standard eucledean metric in R^3).
I have heard that the answer is "no". If so, anybody knows what are the main ideas of the proof?

