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Anand Srivastav Christian-Albrechts-Universität zu Kiel | CAUResearchGate
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Petra Wehr. We determine the combinatorial discrepancy of the hypergraph of cartesian products of d arithmetic progressions in the [N ] --lattice ... Petra Wehr. We determine the combinatorial discrepancy of the hypergraph of cartesian products of d arithmetic progressions in the [N ] --lattice ...
Author index for the Electronic Journal of CombinatoricsEMIS (de)
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Doerr, Benjamin (with Anand Srivastav, Petra Wehr), Discrepancy of Cartesian Products of Arithmetic Progressions; Doerr, Benjamin (with Michael Gnewuch, Nils ... Doerr, Benjamin (with Anand Srivastav, Petra Wehr), Discrepancy of Cartesian Products of Arithmetic Progressions; Doerr, Benjamin (with Michael Gnewuch, Nils ...
A Panorama of Discrepancy Theorygoogle.com
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... Petra Wehr's dissertation [45]. Roth's proof of the lower bound in the one-dimensional case [67] does not invoke the discrepancy function directly. This ...
A Panorama of Discrepancy Theory - Google Books
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This is the first work on Discrepancy Theory to show the present variety of points of view and applications covering the areas Classical and Geometric...
Discrepancy of Cartesian Products of Arithmetic EMISEMIS (de)
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von B Doerr · · Zitiert von: 21 — also be found in Petra Wehr's dissertation [Weh97]. The upper bound follows easily by using the product of d optimal colorings arising from. von B Doerr · · Zitiert von: 21 — also be found in Petra Wehr's dissertation [Weh97]. The upper bound follows easily by using the product of d optimal colorings arising from.
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Benjamin Doerr, Anand Srivastav, Petra Wehr: Discrepancy of cartesian products of arithmetic progressions. Electronic Journal of Combinatorics 11(1): (2004) Clemens Gröpl, Hans Jürgen Prömel, Anand Srivastav: Ordered binary decision diagrams and the Shannon effect. Discrete Applied Mathemetics 142(1-3): 67–85 (2004).
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Petra Wehr, SAP AG Walldorf, Germany Publications William W. L. Chen, Anand Srivastav, and Giancarlo Travaglini, eds.: A Panorama of discrepancy theory , Lecture Notes in Mathematics 2107, Springer-Verlag. Nils Hebbinghaus and Anand Srivastav ...
The Electronic Journal of Combinatorics, Volume 11dblp: computer science bibliography
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Benjamin Doerr, Anand Srivastav, Petra Wehr: Discrepancy of Cartesian Products of Arithmetic Progressions. view. electronic edition via DOI · unpaywalled ... Benjamin Doerr, Anand Srivastav, Petra Wehr: Discrepancy of Cartesian Products of Arithmetic Progressions. view. electronic edition via DOI · unpaywalled ...
Discrepancy of arithmetic progressions in gridsSemantic Scholar
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SrivastavPetra Wehr. Mathematics. Electronic Journal of Combinatorics TLDR. The discrepancy problem for $d$–dimensional arithmetic progressions is solved ... SrivastavPetra Wehr. Mathematics. Electronic Journal of Combinatorics TLDR. The discrepancy problem for $d$–dimensional arithmetic progressions is solved ...
Roth's estimate of the discrepancy of integer sequences is ...Semantic Scholar
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SrivastavPetra Wehr. Mathematics. Electron. J. Comb TLDR. The discrepancy problem for $d$–dimensional arithmetic progressions is solved by proving ${\rm ... SrivastavPetra Wehr. Mathematics. Electron. J. Comb TLDR. The discrepancy problem for $d$–dimensional arithmetic progressions is solved by proving ${\rm ...
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