### Some articles on *measurable*:

Schröder–Bernstein Theorem For

... Second, is

**Measurable**Spaces - The Theorem - Proof... Second, is

**measurable**, since it coincides with on a**measurable**set and with on its complement ... Similarly, is**measurable**...Regular Measure

... measure on a topological space is a measure for which every

... measure on a topological space is a measure for which every

**measurable**set can be approximated from above by an open**measurable**set and from below by a compact**measurable**set ...Markov Kernel - Formal Definition

... Let, be

... Let, be

**measurable**spaces ... is a map that associates to each point a probability measure on such that, for every**measurable**set, the map is**measurable**with respect to the -algebra ... the set of all probability measures on the**measurable**space ...### More definitions of "measurable":

- (
*adj*): Of distinguished importance.

Example:*"A measurable figure in literature"*

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