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A polynomial time algorithm for solving the fermat-weber location problem with mixed norms
Abstract:
This paper discusses the Fermat-Weber location problem, manages to apply the ellipsoid method to this problem and proves the ellipsoid method can be terminated at an approximately optimal location in polynomial time, verifies the ellipsoid method is robust for the lower dimensional location problem
Keywords:Fermat-Weber Location  Ellipsoid Method  Subgradient  Computational Complexity  Mixed Norms
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