A central limit theorem for exchangeable random variables on a locally compact abelian group
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A central limit theorem is given for uniformly infinitesimal triangular arrays of random variables in which the random variables in each row are exchangeable and take values in a locally compact second countable abelian group. The limiting distribution in the theorem is Gaussian.
KeywordsAbelian Group Limit Theorem Central Limit Central Limit Theorem Compact Abelian Group
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