Confirmed Participants
Name |
Institution |
Title of Talk |
| Ric Ancel | University of Wisconsin-Milwaukee | |
| Anthony Bedenokovic | Bradley University | |
| Nikolay Brodskiy | University of Tennessee | |
| James Cannon | Brigham Young University | |
| Stephen Chan | University of California, Los Angeles | |
| James Conant | University of Tennessee | A variation on finite type classical knot invariants |
| Greg Conner | Brigham Young University | Homotopy equivalence in 1-dimensional and planar Peano continua |
| Bob Daverman | University of Tennessee | |
| Tadek Dobrowolski | Pittsburg State University | Extension vs. selection properties |
| Robert Edwards | University of California, Los Angeles | Conjectures and speculations concerning actions by Cantor groups on ENRs |
| Steve Ferry | Rutgers University | Recognizing open subsets of Euclidean space |
| Hanspeter Fischer | Ball State University | Generalized universal covering spaces and the shape group |
| Tom Fleming | University of California, San Diego | Intrinsically linked graphs with knotted components |
| Paul Fonstad | University of Wisconsin-Milwaukee | |
| Dennis Garity | Oregon State University | Rigid Cantor sets with simply connected complement |
| Kailash Ghimire |
Oregon State University | |
| Brent Gorbutt | Brigham Young University | |
| Craig Guilbault | University of Wisconsin-Milwaukee | |
| Yusuf Z. Gurtas | Suffolk County CC | Positive Dehn twist expressions for some finite order elements in the mapping class group |
| Denise Halverson | Brigham Young University | Approximating cell-like maps by cellular maps in dimension 5 |
| Rena Hull | University of California, Santa Barbara | |
| Margaret May | University of Wisconsin-Milwaukee | |
| Mark Meilstrup | Brigham Young University | The 'Good' set in a 1-dimensional Peano continuum is a locally finite graph |
| Atish Mitra |
University of Tennesse | |
| Christopher Mooney | University of Wisconsin-Milwaukee | |
| Boris Okun | University of Wisconsin-Milwaukee | On Singer Conjecture for Coxeter groups |
| David Radcliffe | University of Minnesota | |
| Konstantin Salikhov |
University of Maryland | |
| Carrie Schermetzler | University of Wisconsin-Milwaukee | |
| Rob Schneiderman | Courant Institute | |
| Tim Schroeder | University of Wisconsin-Milwaukee | |
| David Snyder | Texas State University, San Marcos | Can the four sphere decompose upper semicontinuously into circle-like compacta? |
| Peter Teichner | University of California, San Diego | New obstructions for embedding 2-spheres into 4-manifolds, (3 one hour lectures) |
| Tom Thickstun | Texas State University, San Marcos | |
| Mat Timm | Bradley University | 2-complexes with self covers |
| Fred Tinsley | Colorado College | Manifolds with non-stable fundamental group at infinity, III |
| Anthony Van Groningen | University of Wisconsin-Milwaukee | |
| Violeta Vasilevska | University of Tennessee | |
| Gerard Venema | Calvin College | |
| Shmuel Weinberger | University of Chicago | |
| Julia Wilson | SUNY Fredonia | |
| Bobby Winters | Pittsburg State University | Normal curves in 2-manifolds, preliminary report |
| David Wright | Brigham Young University | |
| Matjaz Zeljko | University of Ljubljana | |