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DISCREPANCY OF SECOND ORDER DIGITAL SEQUENCES IN FUNCTION SPACES WITH DOMINATING MIXED SMOOTHNESS
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- Mathematika / Volume 63 / Issue 3 / 2017
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- 29 November 2017, pp. 863-894
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- 2017
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Frontmatter
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- Applied Algebra and Number Theory
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- 18 December 2014
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- 11 December 2014, pp i-iv
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1 - Some highlights of Harald Niederreiter's work
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- Applied Algebra and Number Theory
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- 18 December 2014
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- 11 December 2014, pp 1-21
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Plate section
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Applied Algebra and Number Theory
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- 18 December 2014
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- 11 December 2014
Contents
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- Applied Algebra and Number Theory
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- 11 December 2014, pp v-x
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15 - Arbitrarily high order of convergence of the worst-case error
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- Digital Nets and Sequences
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- 05 July 2014
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- 09 September 2010, pp 465-508
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14 - The decay of the Walsh coefficients of smooth functions
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- Digital Nets and Sequences
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- 09 September 2010, pp 434-464
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Frontmatter
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Dedication
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1 - Introduction
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11 - Cyclic digital nets and hyperplane nets
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- 09 September 2010, pp 344-362
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Index
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- 09 September 2010, pp 597-600
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12 - Multivariate integration in weighted Sobolev spaces
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- Digital Nets and Sequences
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- 09 September 2010, pp 363-394
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References
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- 09 September 2010, pp 583-596
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9 - Propagation rules for digital nets
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- 09 September 2010, pp 285-297
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3 - Geometric discrepancy
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8 - Special constructions of digital nets and sequences
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- 09 September 2010, pp 263-284
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Digital Nets and Sequences
- Discrepancy Theory and Quasi–Monte Carlo Integration
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- 09 September 2010
16 - Explicit constructions of point sets with the best possible order of L2-discrepancy
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- 09 September 2010, pp 509-558
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