Definition 5.1.4 (Almost Everywhere).label Let $(X,\Si,\mu)$ be a measure space. A statement $P$ holds $\mu$-almost everywhere/$\mu$-a.e./a.e. if the set on which $\neg P$ holds is $\mu$-null.
Definition 5.1.4 (Almost Everywhere).label Let $(X,\Si,\mu)$ be a measure space. A statement $P$ holds $\mu$-almost everywhere/$\mu$-a.e./a.e. if the set on which $\neg P$ holds is $\mu$-null.
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