A revisitation of the triangular prism surface area method for estimating the fractal dimension of fractal surfaces
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Abstract
Fractal dimension is widely used to give a measure of variability and roughness of curves, signals, objects, sta- tistical distributions, and so on, We found that an often used method, the so-called triangular prism surface- area method, for estimating the tractal dimension of fractal surfaces possesses some intrinsic mistake., in appli- cation. This note describes the misintel"pretation and suggests the proper application, that we calI Revised Tri- angular Prism Method (RTPM). To show its feasibility we apply RTPM to some synthetic Euclidean and frac- tal surfaces of known dimension.
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How to Cite
De Santis, A., Fedi, M. and Quarta, T. (1997) “A revisitation of the triangular prism surface area method for estimating the fractal dimension of fractal surfaces”, Annals of Geophysics, 40(4). doi: 10.4401/ag-3882.
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