Turns out the conclusion is wrong! No wonder why i couldnt figure it out!

it should say

EXCEPT for at most a numerable number of .

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- Feb 2nd 2010, 05:27 PM #1
## Finite measure property ?

Hi!

Can any one make this a little bit more clear please?

Let be a metric space, and a probability measure on borel sets of E.

I do not understand the next implication:

Since

then

for (at most) a numerable number of

is the topological boundary

I think i may be missing a "core" property of finite measures but i dont remember!

Thanx in advance

EDIT: Bad title i can't fix this sorry

- Feb 3rd 2010, 02:03 PM #2