Equivalence (measure theory)
From Wikipedia, the free encyclopedia
Thus, any event A is a null event with respect to μ, if and only if it is a null event with respect to ν:
Equivalence of measures is an equivalence relation on the set of all measures Σ → R.
|This section does not cite any references (sources). (February 2010)|
- Gaussian measure and Lebesgue measure on the real line are equivalent to one another.
- Lebesgue measure and Dirac measure on the real line are inequivalent.