- Speaker: Idris Assani, Dept of Mathematics, University of North Carolina at Chapel Hill, Title: On A. Zygmund's differentiation conjecture
- Oscillatory regimes of solutions of linear differential equations with generalized perturbations.
- An Approach at the Binomial Transformation Problem Andrew Yingst
- Pointwise Ergodic Theorems for Group Representations in L by Arkady Tempelman
- POINTWISE CONVERGENCE OF AVERAGES ALONG CUBES II Abstract. Let (X, B, , T) be a measure preserving system. We prove the pointwise
- Refinable Measures and Almost Unique Ergodicity Andrew Yingst
- January 3, 2005 POINTWISE CONVERGENCE OF NONCONVENTIONAL AVERAGES
- QUANTIZATION DIMENSION FUNCTIONS AND GIBBS MEASURES MRINAL KANTI ROYCHOWDHURY
- Speaker: Idris Assani, Dept of Mathematics, University of North Carolina at Chapel Hill, Title: The Bilinear Hardy-Littlewood function for the tail I
- Characteristic factors and pleasant extensions for some nonconventional ergodic averages
- Counting Problem in Ergodic Theory Idris Assani,Department of Mathematics,
- SPECTRAL CHARACTERIZATION OF WIENER WINTNER DYNAMICAL SYSTEMS
- The bilinear Hardy-Littlewood function for the Zoltan Buczolich Department of Analysis, Eotvos Lorand
- November 16, 2003 POINTWISE CONVERGENCE ALONG CUBES FOR MEASURE
- Averages along cubes for not necessarily commuting m.p.t. Abstract. We study the pointwise convergence of some weighted averages
- Contemporary Mathematics Volume 00, 2007
- arXiv:math.CA/0609827v128Sep2006 September 28, 2006
- Injectivity of the Dubins-Freedman construction of random distributions
- Examples of dynamical systems with innite invariant measure
- ON DYNAMICAL SYSTEM THEORY APPLICATION TO EARTH-SATELLITE PITCH AUTHOR: Emmanuel Osei-Frimpong -KNUST
- POINTWISE CONVERGENCE OF ERGODIC AVERAGES ALONG Abstract. Let (X, B, , T) be a measure preserving system. We prove the pointwise
- POINTWISE CONVERGENCE OF AVERAGES ALONG CUBES Abstract. Let (X, B, , T) be a measure preserving system. We prove the pointwise
- POINTWISE CONVERGENCE OF ERGODIC AVERAGES ALONG Abstract. Let (X, B, , T) be a measure preserving system. We prove the pointwise
- November 10, 2003 POINTWISE CONVERGENCE ALONG CUBES FOR MEASURE
- POINTWISE CONVERGENCE OF AVERAGES ALONG CUBES I. ASSANI
- POINTWISE CONVERGENCE OF AVERAGES ALONG CUBES II I. ASSANI
- Pointwise characteristic factors for the multiterm return times theorem