- Fall 2002 and Spring 2003 UF Graduate Student TOPOLOGY SEMINAR
- ON HYPERSPHERICITY OF MANIFOLDS WITH FINITE ASYMPTOTIC DIMENSION
- ON SOME APPROXIMATION PROBLEMS IN TOPOLOGY A.N. Dranishnikov
- Fall 2004 and Spring 2005 UF Graduate Student TOPOLOGY SEMINAR
- Fall 2005 and Spring 2006 UF Graduate Student TOPOLOGY SEMINAR
- ON BOUNDARIES OF HYPERBOLIC COXETER GROUPS A.N. Dranishnikov
- ASYMPTOTIC DIMENSION OF DISCRETE GROUPS A. Dranishnikov and J. Smith
- Fall 2003 and Spring 2004 UF Graduate Student TOPOLOGY SEMINAR
- UNIVERSAL SPACES FOR ASYMPTOTIC DIMENSION A. DRANISHNIKOV AND M. ZARICHNYI
- ON EXTENSION THEORY OF COMPACT SPACES A.N. Dranishnikov
- ON ASYMPTOTIC INDUCTIVE DIMENSION A. Dranishnikov
- Schedule of Talks for Spring Semester Thanos Gentimis, Introduction to the Assouad-Nagata dimension
- ON THE HIGSONROE CORONA A.N. Dranishnikov, S. Ferry
- COMPACT GROUP ACTIONS THAT RAISE DIMENSION TO INFINITY
- COHOMOLOGICAL DIMENSION THEORY OF COMPACT METRIC SPACES
- THE COUNTABLE EXTENSION BASIS THEOREM AND ITS APPLICATIONS
- Fall 2001 and Spring 2002 UF Graduate Student TOPOLOGY
- Dedicated to Bob Daverman on the occasion of his 60th birthday DIMENSION THEORY LOCAL AND GLOBAL
- GROUPS WITH A POLYNOMIAL DIMENSION GROWTH A.N. Dranishnikov
- ISSN numbers are printed here 1 Algebraic & Geometric Topology [Logo here]
- Embedding of Coxeter groups in a product of trees Alexander Dranishnikov # & Viktor Schroeder +
- BOUNDARIES OF COXETER GROUPS AND SIMPLICIAL COMPLEXES WITH GIVEN LINKS
- ON HYPEREUCLIDEAN MANIFOLDS A.N. Dranishnikov
- EXAMPLES OF NON-FORMAL CLOSED (k 1)-CONNECTED MANIFOLDS OF DIMENSIONS 4k 1
- Embedding of Groups into the Product of Binary Trees
- LARGE RIEMANNIAN MANIFOLDS WHICH ARE FLEXIBLE A. N. DRANISHNIKOV, STEVEN C. FERRY, AND SHMUEL WEINBERGER
- COHOMOLOGICAL DIMENSION OF MARKOV A.N. DRANISHNIKOV
- ASYMPTOTIC DIMENSION IN BDLEWO G. BELL AND A. DRANISHNIKOV
- arXiv:0807.5040v1[math.DG]31Jul2008 SYSTOLIC CATEGORY, COHOMOLOGICAL
- PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY
- COHOMOLOGICAL APPROACH TO ASYMPTOTIC DIMENSION A. Dranishnikov
- MACROSCOPIC DIMENSION AND ESSENTIAL ALEXANDER DRANISHNIKOV1
- Fall 2006 and Spring 2007 UF Graduate Student TOPOLOGY SEMINAR
- Extension of Maps to Nilpotent Spaces II M. Cencelj 1 and A. N. Dranishnikov 2
- LIPSCHITZ COHOMOLOGY, NOVIKOV CONJECTURE, AND EXPANDERS
- AN INFINITE FAMILY OF MANIFOLDS WITH BOUNDED TOTAL CURVATURE
- ON ASYMPTOTIC DIMENSION OF GROUPS ACTING ON TREES G. Bell and A. Dranishnikov
- MAP 2302 (0100) Fall-2011 Solutions to the PLACEMENT TEST 1. Compute 1
- Wednesday, 8th period, Little 305 September 1, Thanos Gentimis, "Homotopy and Uniform Homotopy"
- MAP 2302 Fall-2011 Section 0100 Quiz 1 1. Determine whether the differential equation
- MAP 2302 Fall-2011 SOLUTIONS: 1. A swimming pool whose volume is 10,000 gal contains water that is
- MAC 3473 02/06/2012 SOLUTIONS MT1 1. Compute x2
- HOME WORK 6 Section 57.3, Problems: 1, 2, 3, 4, 6, 8, 9, 10, 12;
- HOME WORK 3 Section 49.4, Problems: 1, 3, 4, 5, 8, 9, 11, 13;
- HOME WORK 5 Section 55.7, Problems: 1, 2, 3, 4, 5, 7, 8, 10, 11, 13;
- HOME WORK 4 Section 53.2, Problems: 1, 2, 3, 5, 7, 9, 11, 13;
- HOME WORK 1 Section 36.4, Problems: 1, 2, 3, 4, 5;
- HOME WORK 2 Section 41.4, Problems: 2, 3, 4, 6;
