Allometric power-law relationships in a Hortonian fractal digital elevation model: POWER-LAW RELATIONSHIPS IN A HORTONIAN FRACTAL DEM

@inproceedings{Sagar2004AllometricPR,
  title={Allometric power-law relationships in a Hortonian fractal digital elevation model: POWER-LAW RELATIONSHIPS IN A HORTONIAN FRACTAL DEM},
  author={Bajracharya Sagar and Tay Lea Tien},
  year={2004}
}
[1] We provide a topologically viable model that is geomorphologically realistic from the point of its Hortonity and general allometric scaling laws. To illustrate this, we consider a fractal binary basin, generated in such a way that it follows certain postulates, and decompose it into various coded topologically prominent regions the union of which is defined as geomorphologically realistic FractalDEM. We derive two unique topological networks from this Hortonian fractal DEM based on which we… CONTINUE READING

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