- #1
ravikrocha
- 1
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I'm trying to prove the homeomorphism between the open intervals
of the real line and the open sets
of the circle with the induced topology of R^2.
Notice that the open sets of the circle is the intersection between
the open balls in R^2 and the circle itself.
Anyone can help me?
thank you.
of the real line and the open sets
of the circle with the induced topology of R^2.
Notice that the open sets of the circle is the intersection between
the open balls in R^2 and the circle itself.
Anyone can help me?
thank you.