Existence and construction of shifted lattice rules with an arbitrary number of points and bounded weighted star discrepancy for general decreasing weights

Vasile Sinescu, Pierre L Ecuyer. Existence and construction of shifted lattice rules with an arbitrary number of points and bounded weighted star discrepancy for general decreasing weights. J. Complexity, 27(5):449-465, 2011. [doi]

Authors

Vasile Sinescu

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Pierre L Ecuyer

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