A Uniform Lower Bound for Hausdorff Dimension for Transient Symmetric Levy Processes

Author:
  • WHW. J. Hendricks
    W. J. Hendricks
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Abstract
For transient symmetric Levy processes we determine a uniform lower bound for the Hausdorff dimension of the range of a process on various time sets. This complements earlier work which provided a uniform upper bound. An example is provided in which both bounds are attained.