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{{short description|Probability distribution of the sum of random variables}}
The '''convolution/sum of probability distributions''' arises in [[probability theory]] and [[statistics]] as the operation in terms of [[probability distribution]]s that corresponds to the addition of [[statistically independent|independent]] [[random variable]]s and, by extension, to forming linear combinations of random variables. The operation here is a special case of [[convolution]] in the context of probability distributions.
==Introduction==
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