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Geometric interpretation of the optimality conditions in multifacility location and applications
5 references·0 citing·16 second hop
Geometric interpretation of the optimality conditions in multifacility location and applications (1990)Geometric interpretation of the optimalit…Duality for constrained multifacility location problems with mixed norms and applications (1989)Duality for constrained multi…Localization in multifacility location theory (1987)Localization in multifacility…A projected newton method forl p norm location problems (1987)A projected newton method for…A note on optimality conditions for the Euclidean. Multifacility location problem (1986)A note on optimality conditio…An Efficient Computational Procedure for Solving the Multi-Facility Rectilinear Facilities Location Problem (1976)An Efficient Computational Pr…Technical Note—Location Theory, Dominance, and Convexity: Some Further Results (1980)Geometrical properties of the Fermat-Weber problem (1985)Using Block Norms for Location Modeling (1985)A Note on the Optimal Positioning of Service Units (1998)Duality for location problems with unbounded unit balls (2006)An Algorithm and Computational Procedure for Locating Economic Facilities (1967)A Network Flow Solution to a Rectilinear Distance Facility Location Problem (1970)On Solving Multifacility Location Problems using a Hyperboloid Approximation Procedure (1973)When facilities coincide: Exact optimality conditions in multifacility location (1992)A Stable Algorithm for Solving the Multifacility Location Problem Involving Euclidean Distances (1980)Solving multifacility location problems involving euclidean distances (1980)A second-order method for solving the continuous multifacility location problem (1982)Effective algorithm for the weber problem with a rectangular metric (1979)A projection method for the uncapacitated facility location problem (1990)A Global Optimization Method For Weber’s Problem With Attraction And Repulsion (1994)Global Optimization Procedures for the Capacitated Euclidean and lp Distance Multifacility Location-Allocation Problems (2002)
this work references cited by second hop

References

  • 1987A projected newton method forl p norm location problems50 cited
  • 1987Localization in multifacility location theory22 cited
  • 1976An Efficient Computational Procedure for Solving the Multi-Facility Rectilinear Facilities Location Problem21 cited
  • 1986A note on optimality conditions for the Euclidean. Multifacility location problem20 cited
  • 1989Duality for constrained multifacility location problems with mixed norms and applications19 cited

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