Cited by 177

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Least-cost Path in GIS Using an Accumulated Cost Surface and Slopelines

DOUGLAS, DAVID H.·1994·Cartographica

Abstract

One of the most interesting and potentially useful applications of geographic information systems is the computation over a mapped space of the fastest, shortest, least-cost, or least-impact routes, given a map of the area with its frictions, costs and impediments. The problem is compared to the refraction of light, and a general solution is discussed, with algorithms to implement these. The problem is broken down into the computation of an accumulated cost surface integrated about a destination, and the generation of slope lines, which are the least-cost paths. Examples are presented from the sport of orinteering.

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Crossref · 10.3138/d327-0323-2jut-016m

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  • Least-cost path modeling is a well-established, widely used geospatial modeling technique that identifies the path of least resistance between two or more locations on a landscape, given spatially explicit constraints.

    “Least-cost path modeling is a well-established, widely used geospatial modeling technique that identifies the path of least resistance between two or more locations on a landscape, given a set of spatially explicit constraints [38].”

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Metadata

Authors
DOUGLAS, D. H.
Affiliations
University of Ottawa / Ottawa / Ontario And Geographic Information Systems Division / Natural Resources Canada / Ottawa
Venue
Cartographica
Published
1994-09
Volume
31
Issue
3
Pages
37-51
ISSN
  • 0317-7173
  • 1911-9925
Cited by
177
References
0
Language
en

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