If μ and ν are probability measures on the topological group then the convolution μ∗ν is the probability distribution of the sum "X" + "Y" of two independent random variables "X" and "Y" whose respective distributions are μ and ν.
If μ and ν are probability measures, then the convolution μ∗ν is the توزیع احتمال of the sum "X" + "Y" of two independent random variables "X" and "Y" whose respective distributions are μ and ν.