Countable additivity

Countable additivity is one of the properties that characterize probability. If $\QTR{rm}{P}$ is a probability measure and [eq1] is a sequence of mutually exclusive events (i.e. [eq2] if $i\neq j$), then the following property, called countable additivity or sigma-additivity, holds:[eq3]

More details about countable additivity - as well as about the other properties of probability - can be found in the lecture entitled Probability.

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