- Ces`aro convergence of spherical averages for measure-preserving actions
- INDEPENDENCE IN TOPOLOGICAL AND C-DYNAMICS DAVID KERR AND HANFENG LI
- MATH 151--Engineering Mathematics I Fall 2010, Sections 507509
- DIMENSION AND DYNAMICAL ENTROPY FOR METRIZED Abstract. We introduce notions of dimension and dynamical entropy for unital C
- MATH 409.200/501 Spring 2009
- Examination 2 March 28, 2007
- TURBULENCE, REPRESENTATIONS, AND TRACE-PRESERVING DAVID KERR, HANFENG LI, AND MIKAEL PICHOT
- POSITIVE VOICULESCU-BROWN ENTROPY IN NONCOMMUTATIVE TORAL AUTOMORPHISMS
- CURRICULUM VITAE Department of Mathematics, Texas A&M University
- MATH 608--Real Variables II Spring 2011
- Practice Problems for Examination 1 Spring 2008
- ENTROPY AND INDUCED DYNAMICS ON STATE SPACES Abstract. We consider the topological entropy of state space and quasi-state space
- RESIDUALLY FINITE ACTIONS AND CROSSED PRODUCTS DAVID KERR AND PIOTR W. NOWAK
- MATH 251.504 Practice Problems for Examination 1
- Preliminaries Cocycle Superrigidity for Gaussian Actions
- NOTES FOR MATH 689--TOPICS IN DYNAMICS AND ANALYSIS September 4, 2007
- Practice Problems for Examination 2 Spring 2007
- SUBSHIFTS AND PERFORATION JULIEN GIOL AND DAVID KERR
- Assignment #1 Solutions Section 1.1
- MATH 689--TOPICS IN ERGODIC THEORY 1. Give a proof of the mean ergodic theorem using the spectral theorem for unitary oper-
- Introduction The Cuntz semigroup
- BERNOULLI ACTIONS AND INFINITE ENTROPY DAVID KERR AND HANFENG LI
- COMBINATORIAL INDEPENDENCE IN MEASURABLE DYNAMICS DAVID KERR AND HANFENG LI
- ASYMPTOTIC ABELIANNESS, WEAK MIXING, AND PROPERTY T DAVID KERR AND MIKAEL PICHOT
- GENERICALLY INFINITE ENTROPY IN A SIMPLE AF ALGEBRA Abstract. We construct a simple unital AF algebra for which the
- MATRICIAL QUANTUM GROMOV-HAUSDORFF DISTANCE Abstract. We develop a matricial version of Rieffel's Gromov-Hausdorff dis-
- Selected solutions of assignment problems 4.15. Write ~g for the extension of g C(A) to X obtained by setting ~g(x) = 0 for all x Ac.
- MATH 151--Engineering Mathematics I Fall 2010, Sections 510512
- MATH 409.200/501 Spring 2009
- Practice Problems for Examination 1 1. Is 4x + y3
- Examination 1 February 21, 2007
- Practice Problems for Examination 2 1. Using variation of parameters find the general solution to the differential equation
- Practice Problems for Examination 2 Spring 2008
- MATH 689--Topics in Dynamics and Analysis Instructor: David Kerr
- Practice Problems for Examination 1 Spring 2007
- MATH 251.504 Practice Problems for Examination 2
- MATH 302.903 Practice Problems for Examination 1
- MATH 302.903 Practice Problems for Examination 2
- MATH 220.903 Practice Problems for Examination 2
- GROUP ACTIONS, LABELED GRAPHS, AND C PAULETTE N. WILLIS
- Mixing subalgebras of finite von Neumann algebras Jan Cameron Junsheng Fang Kunal Mukherjee
- SOFICITY, AMENABILITY, AND DYNAMICAL ENTROPY DAVID KERR AND HANFENG LI
- MATH 220 Writing Assignment Fall 2005, Section 903
- Tensor Products of Operator Systems Mark Tomforde
- Solutions to Chapter 9 review problems -7r + 12 = (r -3)(r -4).
- ENTROPY AND THE VARIATIONAL PRINCIPLE FOR ACTIONS OF SOFIC GROUPS
- Entropy in Measurable Dynamics Lewis Bowen
- ON GROMOV-HAUSDORFF CONVERGENCE FOR OPERATOR METRIC SPACES
- DYNAMICAL ENTROPY IN BANACH SPACES DAVID KERR AND HANFENG LI
- QUANTIZATION DIMENSION AND ERGODIC MAKOV MEASURE ASSOCIATED WITH RECURRENT SELF-SIMILAR SET
- -algebras and topological dynamics: finite approximation and paradoxicality
- CURRICULUM VITAE Department of Mathematics, Texas A&M University
- SOFIC DIMENSION FOR DISCRETE MEASURED GROUPOIDS KEN DYKEMA, DAVID KERR, AND MIKAEL PICHOT
- RESIDUALLY FINITE ACTIONS AND CROSSED PRODUCTS DAVID KERR AND PIOTR W. NOWAK
- SOFIC MEASURE ENTROPY VIA FINITE PARTITIONS Abstract. We give a generator-free formulation of sofic measure entropy using finite partitions
- MATH 409.200/501 Examination 1
- MATH 656--Functional Analysis II Spring 2012
- ORBIT EQUIVALENCE AND SOFIC APPROXIMATION K. DYKEMA, D. KERR, AND M. PICHOT
- Spring 2012 Assignment #2 Solutions
- -algebras and topological dynamics: finite approximation and paradoxicality
- MATH 409--Advanced Calculus I Spring 2012, Sections 200 and 501
