Dispersion properties of ergodic translations

International Journal of Mathematics and Mathematical Sciences

Volumn 2006, Issue , 2006, Pages

  Isola, Stefano ^a  

^a NONE

Author keywords

[No Author keywords available]

Indexed keywords

EID: 33749470580     PISSN: 01611712     EISSN: 16870425     Source Type: Journal    
DOI: 10.1155/IJMMS/2006/20568     Document Type: Article

References (15)

1. J. Aaronson M. Keane The visits to zero of some deterministic random walks Proceedings of the London Mathematical Society. Third Series 44 1982 3 535-553
2. P. Alessandri V. Berthé Three distance theorems and combinatorics on words L'Enseignement Mathématique 44 1998 1-2 103-132
3. P. Cartier M. Waldschmidt P. Moussa J.-M. Luck C. Itzykson An introduction to zeta functions From Number Theory to Physics (Les Houches, 1989) 1-63 Springer Berlin 1992
4. I. P. Cornfeld S. V. Fomin Ya. G. Sinaǐ Ergodic Theory Fundamental Principles of Mathematical Sciences 245 Springer New York 1982 x+486
5. S. De Bièvre G. Forni On the growth of averaged Weyl sums for rigid rotations Studia Mathematica 130 1998 3 199-212
6. K. Florek Une remarque sur la repartition des nombres n ξ mod 1 Colloquium Mathematicum (Wroclaw) 2 1951 323-324
7. C. Godrèche J. M. Luck F. Vallet Quasiperiodicity and types of order: A study in one dimension Journal of Physics A 20 1987 13 4483-4499
8. A. G. Kachurovskii The rate of convergence in ergodic theorems Russian Mathematics Surveys 51 1996 4 653-703
9. J.-P. Kahane Some Random Series of Functions Cambridge Studies in Advanced Mathematics 5 2nd Cambridge University Press Cambridge 1985 xiv+ 305
10. A. I. Khinchin Continued Fractions University of Chicago Press Illinois 1964 xi+95
11. L. Kuipers H. Niederreiter Uniform Distribution of Sequences John Wiley & Sons New York 1974 xiv+390
12. A. G. Postnikov Tauberian theory and its applications Proceedings of the Steklov Institute of Mathematics 144 1980 2 138
13. A. M. Rockett P. Szüsz Continued Fractions World Scientific New Jersey 1992 x+188
14. N. B. Slater The distribution of the integers N for which θN < φ Proceedings of the Cambridge Philosophical Society 46 1950 525-534
15. F. E. Su Convergence of random walks on the circle generated by an irrational rotation Transactions of the American Mathematical Society 350 1998 9 3717-3741