Conference on Modern Analysis and Probability
About this Volume
Edited by: Richard Beals, Anatole Beck, Alexandra Bellow and Arshag Hajian
Publication Year
1984: Volume: 26
ISBNs: 978-0-8218-5030-5 (print); 978-0-8218-7611-4 (online)
DOI: http://dx.doi.org/10.1090/conm/026
Table of Contents
Front/Back Matter
Articles
- G. A. Hedlund – Foreword
- Roy L. Adler and Leopold Flatto – Cross section map for the geodesic flow on the modular surface
- M. A. Akcoglu and L. Sucheston – On identification of superadditive ergodic limits
- J. R. Baxter and R. V. Chacon – The equivalence of diffusions on networks to Brownian motion
- A. Bellow and V. Losert – On sequences of density zero in ergodic theory
- J. van den Berg and M. Keane – On the continuity of the percolation probability function
- Felix E. Browder – Coincidence theorems, minimax theorems, and variational inequalities
- J. R. Choksi – Recent developments arising out of Kakutani’s work on completion regularity of measures
- J. R. Choksi and S. J. Eigen – An automorphism of a homogeneous measure algebra which does not factorize into a direct product
- Daniel I. A. Cohen – Another generalization of the Brouwer fixed point theorem
- Yael Naim Dowker – An ergodic theorem
- Nathaniel A. Friedman – Higher order partial mixing
- Hillel Furstenberg – IP-systems in ergodic theory
- Arshag Hajian and Yuji Ito – Induced transformations on a section
- Edwin Hewitt – Conjugate Fourier series on the character group of the additive rationals
- Kiyosi Itō – A stochastic differential equation in infinite dimensions
- Konrad Jacobs – Ergodic theory and combinatorics
- William B. Johnson and Joram Lindenstrauss – Extensions of Lipschitz mappings into a Hilbert space
- Robert R. Kallman – A uniqueness result for a class of compact connected groups
- L. A. Karlovitz – Two extremal properties of functions
- Robert Kaufman – On Bernoulli convolutions
- Harvey B. Keynes and Mahesh G. Nerurkar – Generic theorems for lifting dynamical properties by continuous affine cocycles
- Bruce Kitchens – Linear algebra and subshifts of finite type
- Anthony Lo Bello – The Etymology of the Word Ergodix
- Peter A. Loeb – A functional approach to nonstandard measure theory
- Dorothy Maharam – On positive operators
- Brian Marcus, Karl Petersen and Susan Williams – Transmission rates and factors of Markov chains
- I. Namioka – Ellis groups and compact right topological groups
- William Parry and Klaus Schmidt – Invariants of finitary isomorphisms with finite expected code-lengths
- Marina Ratner – Ergodic theory in hyperbolic space
- Haskell P. Rosenthal – Embeddings of $L^{1}$ in $L^{1}$
- Daniel J. Rudolph – Inner and barely linear time changes of ergodic ${\bf R}^{k}$ actions
- M. J. Sharpe – Processes evolving from the indefinite past
- Erik G. F. Thomas – An infinitesimal characterization of Gel′fand pairs
- Nils Tongring – Multiple points of Brownian motion
- Benjamin Weiss – Measurable dynamics
- Kōsaku Yosida and Shigetake Matsuura – A note on Mikusiński’s proof of the Titchmarsh convolution theorem
- Robert J. Zimmer – Ergodic actions of arithmetic groups and the Kakutani-Markov fixed point theorem
