Let $(A, \mathscr{A})$ be a measurable space.
Is a standard notation reserved for the set of all measures $\mu$ defined in this space?
Something like $M(A, \mathscr{A}) := \{\mu \ : \ (A, \mathscr{A},\mu) \text{ is a measure space }\}$.
Let $(A, \mathscr{A})$ be a measurable space.
Is a standard notation reserved for the set of all measures $\mu$ defined in this space?
Something like $M(A, \mathscr{A}) := \{\mu \ : \ (A, \mathscr{A},\mu) \text{ is a measure space }\}$.
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