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10

JC
2007

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Discrepancy with respect to convex polygons

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Discrepancy with respect to convex polygons

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We study the problem of discrepancy of ﬁnite point sets in the unit square with respect to convex polygons, when the directions of the edges are ﬁxed, when the number of edges is bounded, as well as when no such restrictions are imposed. In all three cases, we obtain estimates for the supremum norm that are very close to best possible.

W. W. L. Chen, G. Travaglini

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Added	15 Dec 2010
Updated	15 Dec 2010
Type	Journal
Year	2007
Where	JC
Authors	W. W. L. Chen, G. Travaglini

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