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D. Coffman, E. Keller, W. Melhorn (1972)
New topologic relationship as an indicator of drainage network evolutionWater Resources Research, 8
R. Shreve (1969)
Stream Lengths and Basin Areas in Topologically Random Channel NetworksThe Journal of Geology, 77
M. Melton (1959)
A Derivation of Strahler's Channel-Ordering SystemThe Journal of Geology, 67
C. Werner (1972)
MODELS FOR HORTON'S LAW OF STREAM NUMBERS*Canadian Geographer, 16
C. Werner (1970)
HORTON'S LAW OF STREAM NUMBERS FOR TOPOLOGICALLY RANDOM CHANNEL NETWORKSCanadian Geographer, 14
R. Shreve (1967)
Infinite Topologically Random Channel NetworksThe Journal of Geology, 75
Richard Jarvis (1972)
New measure of the topologic structure of dendritic drainage networksWater Resources Research, 8
J. Smart (1969)
Topological Properties of Channel NetworksGeological Society of America Bulletin, 80
K. Liao, A. Scheidegger (1968)
A COMPUTER MODEL FOR SOME BRANCHING-TYPE PHENOMENA IN HYDROLOGYHydrological Sciences Journal-journal Des Sciences Hydrologiques, 13
Werner Werner, Smart Smart (1973)
Some new methods of topologic classification of channel networksGeogr. Anal., 5
R. Shreve (1966)
Statistical Law of Stream NumbersThe Journal of Geology, 74
J. Smart (1968)
Statistical Properties of Stream LengthsWater Resources Research, 4
Various methods of classifying stream networks are examined in terms of their attendant information losses. Grouping networks according to their mean source height scores well in this respect because it retains a considerable amount of the original topologic detail present in each individual topologically distinct channel network. Stream set values determine the structural properties of the network and the degree to which a given network is ‘compact’ or ‘lineated.’ Because of difficulties in interpretation, tests of random topology hypotheses are best conducted on networks sampled at a constant magnitude. A means of comparing the topologic structure of the main stem of two or more networks is developed, based upon the absolute limits and the expectation of the parameter mean source height.
Water Resources Research – Wiley
Published: Apr 1, 1975
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