Null Sets#
Definition: Null Set
Let \((X, \Sigma, \mu)\) be a measure space.
We say that a measurable set \(N \in \Sigma\) is a null set if its measure is zero:
\[\mu(N) = 0\]
Definition: Null Set
Let \((X, \Sigma, \mu)\) be a measure space.
We say that a measurable set \(N \in \Sigma\) is a null set if its measure is zero: