Could someone give an example of
a) a non-compact space with an infinite subset which has a limit point
b) A non-compact space with an infinite subset which has a no limit point
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Could someone give an example of
a) a non-compact space with an infinite subset which has a limit point
b) A non-compact space with an infinite subset which has a no limit point
.Quote:
Originally Posted by SamBourne
Could someone give an example of
a) a non-compact space with an infinite subset which has a limit point
With the euclidean topology inherited from, the set
and the set
b) A non-compact space with an infinite subset which has a no limit point
Do a very, VERY slight modification to the above example...(Cool)
Tonio
Thanks for your help, much appreciated