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On The Functional Laws of the Increment of Wiener Process

A. Imlahi, A. Ould khal


A new version of Chan, Csörgő and Révész’s Theorem for the functional laws of Wiener process is presented. It is shown that a Strassen-type functional law of iterated logarithm [LIL] holds for increments of a standard Wiener process.


Functional laws, Iterated logarithm, Wiener process, relatively compact.

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