any -finite measure is equivalent to a probability measure
The following theorem states that for any -finite (http://planetmath.org/SigmaFinite) measure , there is an equivalent probability measure — that is, the sets satisfying are the same as those satisfying . This result allows statements about probability measures to be generalized to arbitrary -finite measures.
|Title||any -finite measure is equivalent to a probability measure|
|Date of creation||2013-03-22 18:33:44|
|Last modified on||2013-03-22 18:33:44|
|Last modified by||gel (22282)|