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- W2728737144 abstract "A single facility problem in the plane is considered, where an optimal location has to beidentified for each of finitely many time-steps with respect to time-dependent weights anddemand points. It is shown that the median objective can be reduced to a special case of thestatic multifacility median problem such that results from the latter can be used to tackle thedynamic location problem. When using block norms as distance measure between facilities,a Finite Dominating Set (FDS) is derived. For the special case with only two time-steps, theresulting algorithm is analyzed with respect to its worst-case complexity. Due to the relationbetween dynamic location problems for T time periods and T-facility problems, this algorithmcan also be applied to the static 2-facility location problem." @default.
- W2728737144 created "2017-07-14" @default.
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- W2728737144 date "2014-01-01" @default.
- W2728737144 modified "2023-09-23" @default.
- W2728737144 title "A Finite Dominating Set Algorithm for a Dynamic Location Problem in the Plane" @default.
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