- STRONG MORITA EQUIVALENCE OF HIGHERDIMENSIONAL NONCOMMUTATIVE TORI
- COMPACT GROUP AUTOMORPHISMS, ADDITION FORMULAS AND FUGLEDE-KADISON DETERMINANTS
- FAMILY INDEPENDENCE FOR TOPOLOGICAL AND MEASURABLE DYNAMICS
- STRICT p-NEGATIVE TYPE OF A METRIC SPACE HANFENG LI AND ANTHONY WESTON
- ON GROMOV-HAUSDORFF CONVERGENCE FOR OPERATOR METRIC SPACES
- STRONG MORITA EQUIVALENCE OF HIGHER-DIMENSIONAL NONCOMMUTATIVE TORI.
- MORITA EQUIVALENCE OF SMOOTH NONCOMMUTATIVE TORI
- ORDER-UNIT QUANTUM GROMOV-HAUSDORFF DISTANCE Abstract. We introduce a new distance distoq between compact quantum
- STRICT QUANTIZATIONS OF ALMOST POISSON MANIFOLDS Abstract. We show the existence of (non-Hermitian) strict quantization for
- -DEFORMATIONS AS COMPACT QUANTUM METRIC SPACES Abstract. Let M be a compact spin manifold with a smooth action of the n-
- CONSTRUCTION OF SOME FAMILIES OF 2-DIMENSIONAL CRYSTALLINE REPRESENTATIONS
- An Example where distGH > distq March 31, 2001
- Comments on completely continuous operators and Fredholm determinants
- POSITIVE VOICULESCU-BROWN ENTROPY IN NONCOMMUTATIVE TORAL AUTOMORPHISMS
- ON GROMOVHAUSDORFF CONVERGENCE FOR OPERATOR METRIC SPACES
- COMPACT QUANTUM METRIC SPACES AND ERGODIC ACTIONS OF COMPACT QUANTUM
- An Example where dist GH > dist q March 31, 2001
- ZETA FUNCTIONS OF TOTALLY RAMIFIED p-COVERS OF THE PROJECTIVE LINE
- POSITIVE VOICULESCU-BROWN ENTROPY IN NONCOMMUTATIVE TORAL AUTOMORPHISMS
- STRICT pNEGATIVE TYPE OF A METRIC SPACE HANFENG LI # AND ANTHONY WESTON #
- SOFICITY, AMENABILITY, AND DYNAMICAL ENTROPY DAVID KERR AND HANFENG LI
- C # ALGEBRAIC QUANTUM GROMOVHAUSDORFF DISTANCE Abstract. We introduce a new quantum GromovHausdor# distance between
- A HILBERT C # MODULE ADMITTING NO FRAMES Abstract. We show that every infinitedimensional commutative
- STRICT QUANTIZATIONS OF ALMOST POISSON MANIFOLDS Abstract. We show the existence of (nonHermitian) strict quantization for
- APPENDIX TO V. MATHAI AND J. ROSENBERG'S PAPER ``A NONCOMMUTATIVE SIGMAMODEL''
- COMPACT GROUP AUTOMORPHISMS, ADDITION FORMULAS AND FUGLEDEKADISON DETERMINANTS
- ON EMBEDDINGS OF FULL AMALGAMATED FREE PRODUCT REVISED AND EXPANDED VERSION
- A HILBERT C -MODULE ADMITTING NO FRAMES
- DYNAMICAL ENTROPY IN BANACH SPACES DAVID KERR AND HANFENG LI
- SOFIC MEAN DIMENSION Abstract. We introduce mean dimensions for continuous actions of countable
- SMOOTH APPROXIMATION OF LIPSCHITZ PROJECTIONS
- COMPACT QUANTUM METRIC SPACES AND ERGODIC ACTIONS OF COMPACT QUANTUM
- HOMOCLINIC GROUP, IE GROUP, AND EXPANSIVE ALGEBRAIC ACTIONS
- COMBINATORIAL INDEPENDENCE IN MEASURABLE DYNAMICS DAVID KERR AND HANFENG LI
- FAMILY INDEPENDENCE FOR TOPOLOGICAL AND MEASURABLE DYNAMICS
- SMOOTH APPROXIMATION OF LIPSCHITZ PROJECTIONS
- MORITA EQUIVALENCE OF SMOOTH NONCOMMUTATIVE TORI
- INDEPENDENCE IN TOPOLOGICAL AND C # DYNAMICS DAVID KERR AND HANFENG LI
- SOFIC MEAN DIMENSION Abstract. We introduce mean dimensions for continuous actions of countable
- METRIC ASPECTS OF NONCOMMUTATIVE HOMOGENEOUS SPACES
- ZETA FUNCTIONS OF TOTALLY RAMIFIED p-COVERS OF THE PROJECTIVE LINE
- ENTROPY AND THE VARIATIONAL PRINCIPLE FOR ACTIONS OF SOFIC GROUPS
- FLABBY STRICT DEFORMATION QUANTIZATIONS AND Abstract. We construct examples of abby strict deformation quantizations
- TURBULENCE, REPRESENTATIONS, AND TRACEPRESERVING DAVID KERR, HANFENG LI, AND MIKA EL PICHOT
- -ALGEBRAIC QUANTUM GROMOV-HAUSDORFF DISTANCE Abstract. We introduce a new quantum Gromov-Hausdorff distance between
- ENTROPY AND THE VARIATIONAL PRINCIPLE FOR ACTIONS OF SOFIC GROUPS
- STRONG MORITA EQUIVALENCE OF HIGHERDIMENSIONAL NONCOMMUTATIVE TORI.
- HOMOCLINIC GROUP, IE GROUP, AND EXPANSIVE ALGEBRAIC ACTIONS
- SOFICITY, AMENABILITY, AND DYNAMICAL ENTROPY DAVID KERR AND HANFENG LI
- ON EMBEDDINGS OF FULL AMALGAMATED FREE PRODUCT C # --ALGEBRAS
- TURBULENCE, REPRESENTATIONS, AND TRACE-PRESERVING DAVID KERR, HANFENG LI, AND MIKAEL PICHOT
- FLABBY STRICT DEFORMATION QUANTIZATIONS AND Abstract. We construct examples of flabby strict deformation quantizations
- STRONG MORITA EQUIVALENCE OF HIGHER-DIMENSIONAL NONCOMMUTATIVE TORI
- APPENDIX TO V. MATHAI AND J. ROSENBERG'S PAPER "A NONCOMMUTATIVE SIGMA-MODEL"
- BERNOULLI ACTIONS AND INFINITE ENTROPY DAVID KERR AND HANFENG LI
- CONSTRUCTION OF SOME FAMILIES OF 2DIMENSIONAL CRYSTALLINE REPRESENTATIONS
- -DEFORMATIONS AS COMPACT QUANTUM METRIC SPACES Abstract. Let M be a compact spin manifold with a smooth action of the n-
- ORDER-UNIT QUANTUM GROMOV-HAUSDORFF DISTANCE Abstract. We introduce a new distance distoq between compact quantum
- BERNOULLI ACTIONS AND INFINITE ENTROPY DAVID KERR AND HANFENG LI
- COMBINATORIAL INDEPENDENCE IN MEASURABLE DYNAMICS DAVID KERR AND HANFENG LI
- Comments on completely continuous operators and Fredholm determinants
- METRIC ASPECTS OF NONCOMMUTATIVE HOMOGENEOUS SPACES
- SOFICITY, AMENABILITY, AND DYNAMICAL ENTROPY DAVID KERR AND HANFENG LI
- HARMONIC MODELS AND SPANNING FORESTS OF RESIDUALLY FINITE GROUPS
- HARMONIC MODELS AND SPANNING FORESTS OF RESIDUALLY FINITE GROUPS
- COMPACT GROUP AUTOMORPHISMS, ADDITION FORMULAS AND FUGLEDEKADISON DETERMINANTS
- ENTROPY, DETERMINANTS, AND L 2 TORSION HANFENG LI AND ANDREAS THOM
- HOMOCLINIC GROUPS, IE GROUPS, AND EXPANSIVE ALGEBRAIC ACTIONS
- HOMOCLINIC GROUPS, IE GROUPS, AND EXPANSIVE ALGEBRAIC ACTIONS
- ENTROPY, DETERMINANTS, AND L2 HANFENG LI AND ANDREAS THOM
- COMPACT GROUP AUTOMORPHISMS, ADDITION FORMULAS AND FUGLEDE-KADISON DETERMINANTS
