On the rate of convergence in Strassen's
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Karl Grill
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Article
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1987
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Springer
π
English
β 198 KB
Let W(t) be a standard Wiener process and let 5 p be the compact class figuring in Strassen's law of the iterated logarithm. We investigate the rate of convergence to zero of the variable It is shown that as T~oo, (loglog T) -~ belongs to the upper class of this variable if e<~, and to the lower cl