algebraic and arithmetic dynamics bibliographical database

References [1] S. Akiyama, T. Borbéli, H. Brunotte, A. Pethö, and J. Thuswaldner. Generalized radix representations and dynamical systems i. Acta Math. Hungarica., 108:207–238, 2005. [2] S. Akiyama, H. Brunotte, A. Pethö, and J. Thuswaldner. Generalized radix representations and dynamical systems ii. Acta Arith., 121:21–61, 2006. [3] S. Akiyama and N Gjini. On the connectedness of self-affine attractors. Arch. Math., 82:153–163, 2004. [4] V. Akiyama, H. Brunotte, A. Pethö, and W. Steiner. Remarks on a conjecture on certain integer sequences. Periodica Math. Hungarica, 52:1–17, 2006. [5] S. Albeverio, A. Khrennikov, and P. E. Kloeden. Memory retrieval as a p-adic dynamical system. BioSystems, 49:105–115, 1999. [6] S. Albeverio, A. Khrennikov, B. Tirozzi, and D. De Smedt. p-adic dynamical systems. Theoretical and Mathematical Physics, 114:276–287, 1998. [7] V. Anashin. Uniformly distributed sequences of p-adic integers. Mathematical Notes, 55:109–133, 1994. [8] V. Anashin. Uniformly distributed sequences of p-adic integers II. Discrete Math. Appl., 12:527– 590, 2002. [9] V. Anashin. Pseudorandom number generation by p-adic ergodic transformations. arXiv:cs.CR/0401030, 2004. [10] V. Anashin. Ergodic transformations in the space of p-adic integers. In A. Y. Khrennikov, Z. Rakic, and I. V. Volovich, editors, p-adic Mathematical Physics, number 826 in AIP Conference Proceedings, pages 3–24, Melville, New York, 2006. AIP. [11] V. Anashin. Non-archimedean analysis, T-functions, and cryptography. arXiv:cs.CR/0612038, 2006. [12] D. Applegate and J. C. Lagarias. Lower bounds for the total stopping time of 3x + 1 iterates. Math. Comp, 72:1035–1049, 2003.