Measurable space
From Maths
Definition
Let [ilmath]X[/ilmath] be a set and [ilmath]\mathcal{A} [/ilmath] a [ilmath]\sigma[/ilmath]-algebra, then [ilmath](X,\mathcal{A})[/ilmath] is a Measurable space
Let [ilmath]X[/ilmath] be a set and [ilmath]\mathcal{A} [/ilmath] a [ilmath]\sigma[/ilmath]-algebra, then [ilmath](X,\mathcal{A})[/ilmath] is a Measurable space