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Irfan Alam's user avatar
Irfan Alam's user avatar
Irfan Alam
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Proving that Brownian motion has no points of increase
That is the set of all $\omega$ such that there exist real numbers s and t(depending on $\omega$) for which the Brownian motion satisfies the conditions specified in the definition of the set. I have also linked the original paper of Burdzy(in my question) in which you can read these things for further clarifications.
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