Discrepancy theory and its applications
Contributions: -- Imre Bárány, Balanced partitions of vector sequences p.677 -- József Beck, Limitations to regularity p.678 -- William Chen (joint with Maxim Skriganov), Classical discrepancy p.680 -- Benjamin Doerr (joint with Anand Srivastav), Multi-color discrepancies p.683 -- Michael Drmota, Digital expansions and uniformly distributed sequences modulo 1 p.685 -- Michael Gnewuch (joint with Benjamin Doerr), Geometric discrepancies and d-covers p.687 -- Nils Hebbinghaus (joint with Benjamin Doerr and Sören Werth), Discrepancy and declustering p.690 -- Stefan Heinrich, Quantum algorithms for numerical integration p.694 -- Jiří Matoušek, Geometric transversal problems p.695 -- Erich Novak (joint with Aicke Hinrichs), New bounds for the star discrepancy p.696 -- Friedrich Pillichshammer (joint with Gerhard Larcher), Discrepancy of (0,1)-sequences p.699 -- Mischa Rudnev, Combinatorial complexity of convex sequences and some other hard Erdős problems p.702 -- Tomasz Schoen, Extremal additive intersective sets p.705 -- Maxim Skriganov (joint with Alexander Sobolev), Variation of the number of lattice points in large balls p.707 -- Anand Srivastav (joint with Nils Hebbinghaus and Tomasz Schoen), One-sided discrepancy of hyperplanes in \(\mathbb F^r_q\) p.708 -- Robert Tichy, Metric discrepancy theory p.711 -- Giancarlo Travaglini, Average decay of Fourier transforms, geometry of planar convex bodies, and discrepancy theory p.712 -- Grzegorz Wasilkowski (joint with Henryk Wozniakowski), Polynomial-time algorithms for multivariate linear problems with finite-order weights p.714 -- Henryk Wozniakowski, Integration, tractability, discrepancy p.717
scientific article; zbMATH DE number 2172963