Discrepancy bounds for hybrid sequences involving matrix-method pseudorandom vectors

Harald Niederreiter

Discrepancy bounds for hybrid sequences involving matrix-method pseudorandom vectors

Harald Niederreiter

King Fahd University of Petroleum & Minerals

Research output: Contribution to journal › Article › peer-review

10 Scopus citations

Abstract

We establish the first nontrivial deterministic discrepancy bounds for sequences that are obtained by "mixing" either Halton sequences or Kronecker sequences with sequences of matrix-method pseudorandom vectors.

Original language	English
Journal	Publicationes Mathematicae
State	Published - 2011

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abstract = "We establish the first nontrivial deterministic discrepancy bounds for sequences that are obtained by {"}mixing{"} either Halton sequences or Kronecker sequences with sequences of matrix-method pseudorandom vectors.",

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N2 - We establish the first nontrivial deterministic discrepancy bounds for sequences that are obtained by "mixing" either Halton sequences or Kronecker sequences with sequences of matrix-method pseudorandom vectors.

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SN - 0033-3883

JO - Publicationes Mathematicae

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Discrepancy bounds for hybrid sequences involving matrix-method pseudorandom vectors

Abstract

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