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Reprint of: Weak \(\varepsilon\)-nets have basis of size \(O(1/{\epsilon}\log (1/\epsilon))\) in any dimension - MaRDI portal

Reprint of: Weak \(\varepsilon\)-nets have basis of size \(O(1/{\epsilon}\log (1/\epsilon))\) in any dimension (Q982945)

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scientific article; zbMATH DE number 5762181
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English
Reprint of: Weak \(\varepsilon\)-nets have basis of size \(O(1/{\epsilon}\log (1/\epsilon))\) in any dimension
scientific article; zbMATH DE number 5762181

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    Reprint of: Weak \(\varepsilon\)-nets have basis of size \(O(1/{\epsilon}\log (1/\epsilon))\) in any dimension (English)
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    28 July 2010
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    combinatorial geometry
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    weak \(\epsilon\)-nets
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    hitting convex sets
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