An algorithm for constructing of minimal volume ellipsoid (Q2739958)
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scientific article; zbMATH DE number 1646404
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | An algorithm for constructing of minimal volume ellipsoid |
scientific article; zbMATH DE number 1646404 |
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16 September 2001
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algorithm
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minimal volume ellipsoid
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elementary polygons
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0.94317234
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0.93188524
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0.93042624
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0.92396486
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0.9126408
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0.9123859
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0.9079127
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An algorithm for constructing of minimal volume ellipsoid (English)
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The author proposes a new algorithm for constructing the minimal volume ellipsoid which contains the given finite set of points in \(R^{m}\). This algorithm is based on the constructing of a minimal volume ellipsoid for elementary polygons. Here the elementary polygon in \(R^{m}\) is a convex polygon containing from \((m+1)\) to \({1\over 2}m(m+3)+1\) vertices.
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