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Solving Rectilinear Planar Location Problems with Barriers by a Polynomial Partitioning · Study

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ArticleSolving Rectilinear Planar Location Problems with Barriers by a Polynomial Partitioning

P. M. Dearing2002

Article2002

Solving Rectilinear Planar Location Problems with Barriers by a Polynomial Partitioning

P. M. Dearing · R. Segars

18 citations·0/0 files stored·Annals of Operations Research

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Facility Location and Emergency Management Complexity and Algorithms in Graphs Computational Geometry and Mesh Generation

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References

1983Facility Locations with the Manhattan Metric in the Presence of Barriers to Travel 1989Locating Facilities on the Manhattan Metric with Arbitrarily Shaped Barriers and Convex Forbidden Regions 2002An Equivalence Result for Single Facility Planar Location Problems with Rectilinear Distance and Barriers 1986Solving Nonlinear Single-Facility Network Location Problems

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2012Multi-facility location problems in the presence of a probabilistic line barrier: a mixed integer quadratic programming model: .2013The center location-dependent relocation problem with a probabilistic line barrier

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2013The center location-dependent relocation problem with a probabilistic line barrierarticle · 3 shared references 1989An Overview of Representative Problems in Location Researcharticle · 2 shared references 1996An efficient algorithm for facility location in the presence of forbidden regionsarticle · 2 shared references 1995Restricted planar location problems and applicationsarticle · 2 shared references 2006An efficient solution method for Weber problems with barriers based on genetic algorithmsarticle · 2 shared references 2002Finite-Size Facility Placement in the Presence of Barriers to Rectilinear Travelarticle · 2 shared references

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Year2002

Typearticle

Published2002-03-01

VenueAnnals of Operations Research

ISSN-L0254-5330

Languageen

Citations18

Files0 public / 0

ShelfFacility Location and Emergency Management

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doi10.1023/a:1020997518554

openalex_workW82015702

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