Publications

2021

Peer Reviewed Journal Publication
  • Hilany, Boulos El (2021) A note on polynomial maps having fibers of maximal dimension. Colloquium Mathematicum, Bd. ?, S. ?.
  • Middeke, Johannes; Jeffrey, David J.; Koutschan, Christoph (2021, online: 2020) Common factors in fraction-free matrix decompositions. Mathematics in Computer Science, Bd. to appear, S. ?-?. (link)
  • P. Kritzer, ; F. Pillichshammer, ; Wasilkowski, G.W. (2021) On quasi-Monte Carlo methods in weighted ANOVA spaces. Mathematics of Computation, Bd. 90, S. 1381-1406.
  • Wiart, Jaspar; Wong, Elaine (2021, online: 2020) Walsh functions, scrambled (0,m,s)-nets, and negative covariance: applying symbolic computation to quasi-Monte Carlo integration. Mathematics and Computers in Simulation, Bd. 182, S. 277-295. (link)
  • Ekhad, Shalosh B.; Koutschan, Christoph; Zeilberger, Doron (2021) There are EXACTLY 1493804444499093354916284290188948031229880469556 Ways to Derange a Standard Deck of Cards (ignoring suits) [and many other such useful facts]. Enumerative Combinatorics and Applications, Bd. 1 (3), S. #S2R17. (link)
  • Gallet, Matteo; Grasegger, Georg; Legerský, Jan; Schicho, Josef (2021) On the existence of paradoxical motions of generically rigid graphs on the sphere. SIAM Journal on Discrete Mathematics, Bd. 35 (1), S. 325-361. (link)
  • Roche-Newton, O.; Warren, A. (2021) Improved bounds for pencils of lines. Proceedings of the American Mathematical Society, Bd. 149 (2), S. 805–815.
  • Gallet, Matteo; Grasegger, Georg; Legerský, Jan; Schicho, Josef (2021) Combinatorics of Bricard's octahedra. Comptes Rendus. Mathématique, Bd. 359 (1), S. 7-38. (link)
  • Ramlau, R.; Dykes, L.; Reichel, L.; Soodhalter, K.; Wagner, R. (2021, online: 2020) Lanczos-based fast blind deconvolution methods. Journal of Computational and Applied Mathematics, Bd. Volume 382, S. 113067. (link)
  • Mérai, L.; Shparlinski, I.E. . (2021) On the dynamical system generated by the Möbius transformation at prime times. Research in Mathematical Sciences, Bd. to appear, S. 1-10.
  • A. Ebert, ; P. Kritzer, ; D. Nuyens, ; Osisiogu, O. (online: 2021) Digit-by-digit and component-by-component constructions oflattice rules for periodic functions with unknown smoothness. Journal of Complexity, Bd. n.a., S. to appear.

Contribution in Collection
  • Ronny, Ramlau; Jenny, Niebsch (2021) Tomographic Reconstruction for Single Conjugate Adaptive Optics. In: Barbara, Kaltenbacher; Thomas, Schuster; Anne, Wald (Hrsg.), Time-dependent Problems in Imaging and Parameter Identification: Springer, S. 303-322.