Can someone please give me few examples of a measure in context of probability, like in text it says:
A probability measure P over discrete set of events is basically what as know as a probability mass function. For example given probability measure P and two sets A,B ε β, we can familiarly write
P(B\A) = P(A ∩ B)/P(A) .

is the probability mass function only measure that we deal in measure theory [B](in context of probability)[/B] or there exist more measures in probability?

Question

Can someone please give me few examples of a measure in context of probability, like in text it says: 
A probability measure P over discrete set of events is basically what as know as a probability mass function. For example given probability measure P and two sets A,B ε β, we can familiarly write
P(B\A) = P(A ∩ B)/P(A) .

is the probability mass function only measure that we deal in measure theory [B](in context of probability)[/B] or there exist more measures in probability?

anonymous · Answer

hey did you get a chance to look at the examples? i didn't look closely, but they looked like just what you asked for

anonymous · Answer

do I have to look at http://rutherglen.science.mq.edu.au/wchen/lnilifolder/lnili.html in chapter 7?

anonymous · Answer

@satellite73 please tell me?

anonymous · Answer

example 7.4.6 here is exactly the question you asked yesterday. lebesque integral of $x^2$ http://pirate.shu.edu/~wachsmut/ira/integ/lebes.html

anonymous · Answer

@satellite73 excellent examples thank you soooooooo muchhhhhhhhhhh

anonymous · Answer

you are quite welcome
looks like it is spelled out pretty well
have fun

anonymous · Answer

for this post do you have any suggestions?

anonymous · Answer

well probability is a measure, so my guess is if you keep reading what i sent, it will come up
if not i can look further in a little while

anonymous · Answer

I will appreciate if you can :)