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Stochastic Process. Appl. 59 105 123 HORVÁTH, L. and KHOSHNEVISAN, D., A strong approximation for logarithmic

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References [1] Zhang , L. X. 2002 Strong approximation theorems for sums of random variables when extreme terms are excluded

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207 220 CSÖRGÖ, M. and RÉVÉSZ, P., Strong approximations in probability and statistics , Probability and Mathematical Statistics, Academic Press, New York-London, 1981. MR 84d :60050

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I 365 387 Csörgö, M. And Révész, P., Strong approximations in probability and statistics , Probability and Mathematical Statistics, Academic Press

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, M. and Révész, P., Strong Approximations in Probability and Statistics , Academic Press, New York (1981). MR 84d:60050 Strong Approximations in Probability and Statistics

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42 #5292 An introduction to probability theory and its applications , Vol. II HORVÁTH, L. and KHOSHNEVISAN, D., A strong approximation for

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. 1997 Strong approximation theorems for geometrically weighted random series and their applications Ann. Probab. 25 1621 – 1635 10.1214/aop/1023481105

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Gruyter , 2002 . [46] S . Tikhonov . Embedding results of strong approximation by Fourier series . Acta Sci. Math. (Szeged), 72:117–128, 2006. Fiorst published as S. TIkhonov, Embedding theorems of function classes, IV, November 2005, CRM, preprint

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