- Topology, Ergodic Theory, Real Algebraic Geometry: Rokhlin's Memorial.
- Nikolai V. Ivanov - Google 학술검색 서지정보.
- Vladimir Abramovich Rokhlin | Revolvy.
Article in Stochastics and Dynamics. Article in Transactions of the American Mathematical Society. Article in Indagationes Mathemticae.
Ergodicity of p-adic multiplications and the distribution of Fibonacci numbers. N2 - We characterise ergodicity of p-adic multiplication on the units of Zp where p is an odd prime. These results are then applied to give a complete description of the distribution mod pk of the Fibonacci numbers.
AB - We characterise ergodicity of p-adic multiplication on the units of Zp where p is an odd prime. York staff: edit these data. The York Research Database. By the same authors Circle mappings with singularities Coelho, Z.
Topology, Ergodic Theory, Real Algebraic Geometry : Rokhlin's Memorial
Poisson processes for subsystems of finite type in symbolic dynamics Chazottes, J-R. The book also includes a biography of Rokhlin by Vershik and two articles which should prove of historical interest.
Markov averaging and ergodic theorems for several operators. On the PontryaginViro form. Counting zeros of closed 1forms.
Rokhlins question and smooth quotients by complex conjugation of singular. Isometries of Teichmuller spaces from the point of view of Mostow rigidity.
Equivalence relations with amenable leaves need not be amenable. Maximal smoothings of real plane curve singular points.
On the topological pressure for random bundle transformations. Complex orientations of Acurves of degree 7.