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A Berry-Esseen Bound For Least Squares Error Variance by Bloznelis M., Rackauskas A.

By Bloznelis M., Rackauskas A.

We build an exact Berry-Esseen sure for the least squares blunders variance estimators of regression parameters. Our certain relies explicitly at the series of layout variables and is of the order O() if this series is "regular" sufficient.

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F. Waldhausen, ‘Algebraic K -theory of generalized free products. I, II’, Ann. Math. Stud. (2) 108 (Princeton University Press, Princeton, NJ, 1978) 135–204. 65. F. Waldhausen, ‘Algebraic K -theory of topological spaces. I’, Algebraic and geometric topology, Proc. Sympos. , 1976, Part 1 (American Mathematical Society, Providence, RI, 1978) 35–60. 66. C. A. Weibel, ‘Mayer–Vietoris sequences and module structures on N K ∗ ’, Algebraic K -theory, Evanston 1980 (Proc. , Evanston, IL, 1980), Lecture Notes in Mathematics 854 (Springer, Berlin, 1981) 466–493.

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