HELP: Stable sum and messurable space

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Hummingbird25
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Hi

I some need of urgent assistance to show the following:

m(\epsilon) is stable under a countable sum.

Please can somebody explain this to me?

You Guys are my only hope !

Sincerely Yours Hummingbird25
 
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There really are such things as bad questions.
 
Excuse me ?

What do I need to rephrase ?

Sincerley Hummingbird

AKG said:
There really are such things as bad questions.
 
m is messure defined m: \epsilon \rightarrow R_+

where R_+ is the set for all positive real numbers !

Sincerley Yours
Hummingbird
 
What do you mean by "stable under a countable sum"?
 
StatusX said:
What do you mean by "stable under a countable sum"?

I was hoping that you could help define. I have an idear that its about a sequence of sets which \epsilon is defined upon, but I'm not sure.

Any idears ??

Sincerely

Hummingbird
 
What? Where did you get this question? Exactly what did it say? What you said in the last post made no sense.
 
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