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Re: AI-GEOSTATS: Fractal analysis of monitoring networks?

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  • Syed Abdul Rahman Shibli
    ... You can assume a fractional isotropic Brownian motion (fBm) model (the power law model) of the form Gamma = kh^a where a can vary between 0 and 2 but not
    Message 1 of 2 , Dec 18, 2002
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      On 18/12/02 1:01 PM, "Gregoire Dubois" <gregoire.dubois@...> wrote:

      > Dear all,
      >
      > I'm looking for a Windows software able to perform a 2D computation (either
      > sandbox or box counting) of the fractal dimension of a monitoring network. The
      > method is illustrated in

      You can assume a fractional isotropic Brownian motion (fBm) model (the
      "power law" model) of the form Gamma = kh^a where a can vary between 0 and 2
      but not including two. The constant a is related to the Hurst empirical
      exponent H, i.e. 2H = a. The dimension (D - H) would give you the fractal
      dimension where D is the Cartesian dimension. For a two dimensional case D
      will be 2 and H will vary between 0 and 1 to give you a non-integer fractal
      dimension. In other words try using Variowin.

      Syed


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