The continuum limit of a two-dimensional persistent random walk

  • Masoliver J
  • Porrà J
  • Weiss G
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Abstract

We consider a two-dimensional persistent random walk in which the motion consists of alternative steps along one of two vectors, a and b. It is shown that the continuum limit of the evolution equation is not a two- but rather a one-dimensional telegrapher's equation. © 1992.

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Authors

  • Jaume Masoliver

  • Josep M. Porrà

  • George H. Weiss

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