Geography and the Properties of Surfaces. Relations between Horton's Laws and Hydraulic Geometry as Applied to Tidal Networks.
HARVARD UNIV CAMBRIDGE MA LAB FOR COMPUTER GRAPHICS AND SPATIAL ANALYSIS
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The paper explores the mathematical relations between power functions e.g., hydraulic geometry relations and geometric progressions Hortons laws for stream networks in general, and tidal networks in particular. The exponent of the power function is the quotient of the logarithm of the Horton ratio of the dependent variable to the logarithm of the Horton ratio of the independent variable. Author
- Hydrology, Limnology and Potamology