Abstract
In connection with a statistical problem concerning the Galtontest Cśaki and Vincze [1] gave for an equivalent Bernoullian symmetric random walk the joint distribution of g and k, denoting respectively the number of positive steps and the number of times the particle crosses the origin, given that it returns there on the last step.
Publisher
Canadian Mathematical Society
Cited by
23 articles.
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1. On the level sets of the Takagi–van der Waerden functions;Journal of Mathematical Analysis and Applications;2014-11
2. Elements of Random Walk and Diffusion Processes;WILEY SER OPERAT RES;2013-09-23
3. References;Elements of Random Walk and Diffusion Processes;2013-08-30
4. Optimal Buy/Sell Rules for Correlated Random Walks;Journal of Applied Probability;2008-03
5. Optimal Buy/Sell Rules for Correlated Random Walks;Journal of Applied Probability;2008-03