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A dual algorithm for the weighted Euclidean distance min-max location problem in R2 and R3

Posted on:2010-03-31Degree:M.SType:Thesis
University:Clemson UniversityCandidate:Smith, Andrea MarieFull Text:PDF
GTID:2448390002488957Subject:Mathematics
Abstract/Summary:
A dual approach algorithm is given for the solution of the weighted minmax location problem with Euclidean distance in R2 and R3 . Each subproblem is solved using a directional search procedure and by taking advantage of its geometric structure. An algebraic replacement rule is employed to update the subproblem.
Keywords/Search Tags:Euclidean distance, Location problem
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