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Publications by W. Katzenbeisser

On the Number of Times Where a Simple Random Walk Reaches Its Maximum

Journal of Applied Probability

English

Simple Random Walk Statistics. Part I: Discrete Time Results

Journal of Applied Probability

English

Related publications

A General `Bang-Bang' Principle for Predicting the Maximum of a Random Walk

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Shao's Theorem on the Maximum of Standardized Random Walk Increments for Multidimensional Arrays

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Directed Random Walk With Random Restarts: The Sisyphus Random Walk

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On the Centre of Mass of a Random Walk

Stochastic Processes and their Applications

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A Random Walk on Rectangles Algorithm

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Comparisons of Tests for the Presence of Random Walk Coefficients in a Simple Linear Model

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How to Explore a Fast-Changing World (Cover Time of a Simple Random Walk on Evolving Graphs)

Lecture Notes in Computer Science

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Fractional Brownian Motion Versus the Continuous-Time Random Walk: A Simple Test for Subdiffusive Dynamics

Physical Review Letters

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