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A QUADRATIC REGRESSION PROBLEM FOR TWO-STATE ALGEBRAS WITH AN APPLICATION TO THE CENTRAL LIMIT THEOREM

A QUADRATIC REGRESSION PROBLEM FOR TWO-STATE ALGEBRAS WITH AN APPLICATION TO THE CENTRAL LIMIT THEOREM

We extend the free version 8 of the Lahaā€“Lukacs theorem to probability spaces with two states. We then use this result to generalize the noncommutative central limit theorem of Kargin 23 to the two-state setting.