Measure (mathematics)
Localizable measures

Localizable measures are a special case of semifinite measures and a generalization of sigma-finite measures.

Let X {\displaystyle X} be a set, let A {\displaystyle {\cal {A}}} be a sigma-algebra on X, {\displaystyle X,} and let μ {\displaystyle \mu } be a measure on A. {\displaystyle {\cal {A}}.}
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