An interior point method for multi-facility location problems with regions forbidden for placement (Q2708102)
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scientific article
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | An interior point method for multi-facility location problems with regions forbidden for placement |
scientific article |
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16 December 2001
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multifacility location
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continuous location
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forbidden region
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interior point method
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An interior point method for multi-facility location problems with regions forbidden for placement (English)
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The continuous multifacility location problem is considered, calling for minimisation of a weighted sum of interfacility distances among existing and new points in \(\mathbb{R}^d\), where distances are measured by skewed \(\ell_p\) norms, and with a polyhedral region forbidden for new facility placement. Several methods, and mainly an interior point method, are proposed to obtain a local optimal solution to this nonconvex problem.
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