Crossings of Curves by a One-Dimensional Brownian Motion Process.
CASE WESTERN RESERVE UNIV CLEVELAND OHIO DEPT OF MATHEMATICS AND STATISTICS
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The paper proves that for any given differentiable function and any T O, the set of points between zero and T where the sample path of a standard separable Brownian motion process intersects the graph of the function is almost surely a perfect set. Author
- Statistics and Probability