## Quasi-Monte Carlo Methods: Theory and Applications

### FWF Special Research Program (SFB)

## Project Parts

The SFB consists of 13 project parts. Below are listed short descriptions of each project part.

Project Part 01 (G. Larcher): Coordination Project

Project Part 02 (M. Drmota): Subsequences of Automatic Sequences and Uniform Distribution

Project Part 03 (P. Grabner): Distributing Points on Spheres and Manifolds: Minimal Energy and Designs

Project Part 04 (P. Hellekalek): Arithmetic Primitives for Uniform Distribution Modulo 1 (until 31.01.2018)

Project Part 05 (R. Hofer): Digital Sequences and Related Hybrid Sequences

Project Part 06 (P. Kritzer): Approximation of Integrals and Functions by New Types of Quasi-Monte Carlo Algorithms

Project Part 07 (G. Larcher): Improved Discrepancy Estimates for Various Classes of Sequences

Project Part 08 (G. Leobacher): Adapting QMC Algorithms to the Simulation Problem

Project Part 09 (F. Pillichshammer): Digital Nets and Lattice Based Integration Rules

Project Part 10 (R. Tichy): Diophantine Equations, Discrepancy and Finance

Project Part 11 (A. Winterhof): On the Hierarchy of Measures of Pseudorandomness (until 31.01.2018)

Project Part 12 (C. Aistleitner): Number-theoretic, probabilistic and computational aspects of uniform distribution theory (since 01.02.2018)

Project Part 13 (A. Hinrichs): Complexity of integration and approximation in function spaces (since 01.02.2018)