On the fragmentation of a torus by rando
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Augusto Teixeira; David Windisch
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Article
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2011
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John Wiley and Sons
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English
β 413 KB
## Abstract We consider a simple random walk on a discrete torus \input amssym $({\Bbb Z}/N{\Bbb Z})^d$ with dimension __d__ β₯ 3 and large side length __N__. For a fixed constant __u__ β₯ 0, we study the percolative properties of the vacant set, consisting of the set of vertices not visited by the r