This volume contains papers from the special program and international conference on Dynamical Numbers which were held at the Max-Planck Institute in Bonn, Germany in 2009. These papers reflect the extraordinary range and depth of the interactions between ergodic theory and dynamical systems and number theory. Topics covered in the book include stationary measures, systems of enumeration, geometrical methods, spectral methods, and algebraic dynamical systems.
Lecture Notes in Mathematics
|BFa2] J. Barral and A.H. Fan, Asymptotic behavior of densities of certain multiplicative chaos, in preparation. ... one-dimensional branching random walk, Selected Proceedings of the Sheffield Symposium on Applied Probability, 1989.
Teichmüller theory in Riemannian geometry. Birkhäuser Verlag, Basel, 1992. Lecture notes prepared by Jochen Denzler. Travaux de Thurston sur les surfaces. Société Mathématique de France, Paris, 1991. Séminaire Orsay, Reprint of Travaux ...
geometric shapes that break into parts , each a small - scale model of the whole . ( ... ) To start towards a comprehensive and harmonizing approach to a sensory input that had long defied rational study , a new geometry turned out to ...
... J. M. G. FELL and R. S. DORAN, Representations of *-algebras, locally compact groups, and Banach *-algebraic bundles, Vol. 1 (General representation theory of groups and algebras), Pure and Applied Mathematics 125, Academic Press, ...
... [61] [62] [63] J. Holden and P. Moree, New conjectures and results for small cycles of the discrete logarithm, High primes and misdemeanours: lectures in honour of the 60th birthday of Hugh Cowie Williams, Fields Inst. Commun., vol.
A systematic introduction to the core of smooth ergodic theory.
Given a -dimensional lamination endowed with a Riemannian metric, the author introduces the notion of a multiplicative cocycle of rank , where and are arbitrary positive integers.
This book presents the expanded notes from ten lectures given by the author at the NSF/CBMS conference held at California State University (Bakersfield).
This work celebrates the work of Eberhard Hopf, a founding father of ergodic theory, a mathematician who produced many beautiful, elegantly written, and now classical results in integral equations and partial differential equations.