Description
Book SynopsisDedicated to the memory of Russian mathematician, V A Rokhlin (1919-1984), this is a collection of research papers written by his former students and followers. It includes topics such as: topology, real algebraic geometry, dynamics, geometry of Riemannian manifolds, theory of Teichmuller spaces, and measure theory.
Table of ContentsVladimir Abramovich Rokhlin by A. M. Vershik V. A. Rokhlin and the modern theory of measurable partitions by A. M. Vershik Higher skein modules, II by J. E. Andersen and V. Turaev Betti numbers of real numerical quintic surfaces by F. Bihan Markov averaging and ergodic theorems for several operators by A. Bufetov Ergodicity of $p$-adic multiplications and the distribution of Fibonacci numbers by Z. Coelho and W. Parry On the Pontryagin-Viro form by A. Degtyarev Counting zeros of closed 1-forms by M. Farber Rokhlin's question and smooth quotients by complex conjugation of singular real algebraic surfaces by S. Finashin On the number of even ovals of a nonsingular curve of even degree in $\mathbb{R}P^2$ by I. Itenberg Isometries of Teichmuller spaces from the point of view of Mostow rigidity by N. V. Ivanov Equivalence relations with amenable leaves need not be amenable by V. A. Kaimanovich Maximal smoothings of real plane curve singular points by V. Kharlamov, J.-J. Risler, and E. Shustin On the topological pressure for random bundle transformations by Y. Kifer Complex orientations of $M$-curves of degree 7 by S. Yu. Orevkov Poincare series and comparison theorems for variable negative curvature by M. Pollicott and R. Sharp Encomplexing the writhe by O. Viro Monotileable amenable groups by B. Weiss Spin bordism of oriented manifolds and the Hauptvermutung for 6-manifolds by A. V. Zhubr.
