Frankfurt am Main, Berlin, Bern, Bruxelles, New York, Oxford, Wien, 2005. XXII, 543 pp.
Contents: Aspects of distribution properties of one-dimensional or multi-dimensional sequences – Sequences involving
logarithmic functions, trigonometric functions, polynomials, sum-of-digits functions, integer part function, number-theoretic
functions, primes, normal numbers, the van der Corput sequence, pseudorandom number generators – Properties of sequences:
low discrepancy sequences, good lattice points, nets, lattice rules, completely uniformly distributed sequences, block sequences,
circle sequences – Complete mathematical description of the sequences – Characterizations of currently known distribution
properties – History, development, and open problems of referred to sequences.