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In the definition of local homeomorphism (at 14:35), do we need to include f(U) has to be open subest of Y? Since f|u : U----> f(U) is homeomorphism and U is open in X imply f(U) is open in Y.
A very clean presentation - much appreciated
NOW I understand the lifting property. Thank you!
"If a surjective local homeomorphism has the path lifting property THEN it must be a covering map." Minute 42:00
so good concept, SIR
Beautiful
In the definition of local homeomorphism (at 14:35), do we need to include f(U) has to be open subest of Y? Since f|u : U----> f(U) is homeomorphism and U is open in X imply f(U) is open in Y.
A very clean presentation - much appreciated
NOW I understand the lifting property. Thank you!
"If a surjective local homeomorphism has the path lifting property THEN it must be a covering map." Minute 42:00
so good concept, SIR
Beautiful