- #1

ssamsymn

- 18

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Also found some 1-d examples, but I need d>3 dimensional objects since my calculations are for BEC.

I need a fractal object that its boundary term is known in terms of the volume and the hausdorff dimension.

For example, a regular box with length L in d-dim, the volume as L

^{d}and the boundary term kL

^{^d-1}(k is a const.)

I need such an example for a fractal object or (I don't know if there are any)a regular object with fractal boundary.

Maybe I couldn't express very good, but is there any book, paper, method you can recommend about this subject?

thanks in advance.