Re: Int




Jannick Asmus ha scritto:

On 07.01.2007 12:25, Philips wrote:
Jannick Asmus ha scritto:

On 07.01.2007 11:17, Philips wrote:
Jannick Asmus ha scritto:

On 07.01.2007 11:09, Philips wrote:
Excuse me, What do you mean with Int in the following ?

http://i12.tinypic.com/2py9gqq.jpg

Perhaps it meansthe interior part?
Yes, it does.
The interior part in the ambient space or...

for example: A subset X, then Int A means the interior part of A in X
in such a way that Int A is open in X, or the interior part of A in A,
in such a way that Int A is open in A with the relative topology
induced by X?

Regards
Hint: The interior part of A in A is A due to one of the fundamental
axioms of a topology.

I kow I know

but you haven't answered my question

Apparently you don't. If you know, you immediately get the answer to
your question.

Good luck for all your projects.
J.

il pensiero è come l'oceano non lo puoi bloccare non lo puoi recintare

.



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