Readership: Researchers in analytic number theory, from postgraduates through to experienced researchers. Researchers in the related fields of probability, ergodic theory, measure theory, and real analysis.
Glyn Harman, Professor of Pure Mathematics, University of Wales, Cardiff
"...very interesting book..." - Peter Szusz, Zentralblatt MATH, Vol 1081
Introduction 1: Normal numbers 2: Diophantine approximation 3: GCD sums with applications 4: Schmidt's method 5: Uniform distribution 6: Diophantine approximation with restricted numerator and denominator 7: Non-integer sequences 8: The integer parts of sequences 9: Diophantine approximation on manifolds 10: Hausdorff dimension of exceptional sets References Index
