Re: Another cantor set question
You could try to show that the endpoints of every deleted (open)
interval actually belong to the Cantor set.
.
Relevant Pages
- Cantor set
... I need to prove that the set of points which are the endpoints of intervals ... in any F_n (from the cantor set) is a dense subset of C. ... no idea how to show that this set is a dense subset of C. ... Prev by Date: ...
(sci.math) - Re: Cantor set
... > in any F_n (from the cantor set) is a dense subset of C. ... So the set of points which are the endpoints of intervals in any ... > no idea how to show that this set is a dense subset of C. ... Prev by Date: ...
(sci.math) - [Fwd: Cantor set]
... I need to prove that the set of points which are the endpoints of intervals ... in any F_n (from the cantor set) is a dense subset of C. ... no idea how to show that this set is a dense subset of C. ... This is homework but is not graded. ...
(sci.fractals) - Re: Removing dog mess from garden
... > not acceptable and if people use such language, they are put in the gutter ... > where they belong. ... Prev by Date: ...
(uk.rec.gardening) - Re: Removing dog mess from garden
... not acceptable and if people use such language, they are put in the gutter ... where they belong. ... Mike ... Prev by Date: ...
(uk.rec.gardening) |
|
