Article
The Quality Parameter of Cyclic Nets and Hyperplane Nets
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Abstract
The class of so-called hyperplane nets is one of the most general sub-classes of digital (t, m, s)-nets over a finite field. In this paper a figure of merit is studied with which one can determine the net parameter t of hyperplane nets. Furthermore, existence of such digital nets of good quality is proved.
Keywords
Digital nets, finite field, hyperplane nets.
Citation
Pillichshammer, F. & Pirsic, G. (2009). The quality parameter of cyclic nets and hyperplane nets. Uniform Distribution Theory, 4(1), 69–79.
F. Pillichshammer and G. Pirsic, “The quality parameter of cyclic nets and hyperplane nets,” Uniform Distribution Theory, vol. 4, no. 1, pp. 69–79, 2009.
Pillichshammer F, Pirsic G. The quality parameter of cyclic nets and hyperplane nets. Uniform Distribution Theory. 2009;4(1):69–79.
Pillichshammer, F. and Pirsic, G. (2009), ‘The quality parameter of cyclic nets and hyperplane nets’, Uniform Distribution Theory, 4(1), pp. 69–79.
Pillichshammer, Friedrich, and Gottlieb Pirsic. “The Quality Parameter of Cyclic Nets and Hyperplane Nets.” Uniform Distribution Theory, vol. 4, no. 1, 2009, pp. 69–79.
Pillichshammer, Friedrich, and Gottlieb Pirsic. “The Quality Parameter of Cyclic Nets and Hyperplane Nets.” Uniform Distribution Theory 4, no. 1 (2009): 69–79.
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Published by: Engineering Journals
