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A Sharp Upper Bound for the Expected Number of Shadow Vertices in LP-Polyhedra Under Orthogonal Projection on Two-Dimensional Planes - MaRDI portal

A Sharp Upper Bound for the Expected Number of Shadow Vertices in LP-Polyhedra Under Orthogonal Projection on Two-Dimensional Planes (Q4951039)

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scientific article; zbMATH DE number 1437617
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A Sharp Upper Bound for the Expected Number of Shadow Vertices in LP-Polyhedra Under Orthogonal Projection on Two-Dimensional Planes
scientific article; zbMATH DE number 1437617

    Statements

    A Sharp Upper Bound for the Expected Number of Shadow Vertices in LP-Polyhedra Under Orthogonal Projection on Two-Dimensional Planes (English)
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    3 September 2001
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    average-case complexity
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    stochastic geometry
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    canonical linear programming
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    rotation symmetry model
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