| August 18 | |
| 09:40 - 10:10 | Ramin Naimi (Occidental College) |
| An algorithm for detecting intrinsically knotted graphs, yielding many new minor minimal IK graphs | |
| 10:20 - 10:50 | Thomas Mattman (California State University, Chico) |
| Graphs of 20 edges are 2-apex, hence unknotted | |
| 11:10 - 11:40 | Catherine Farkas (University of Illinois at Chicago) |
| Unraveling tangles | |
| 11:50 - 12:20 | Ryo Hanaki (Nara University of Education) |
| On strongly almost trivial embeddings of graphs | |
| 14:00 - 14:30 | Erica Flapan (Pomona College) |
| Topological symmetry groups and local knotting | |
| 14:40 - 15:10 | Blake Mellor (Loyola Marymount University) |
| Topological symmetry groups of complete graphs | |
| 15:20 - 15:50 | Dwayne Chambers (Claremont Graduate University) |
| Topological symmetry groups of K1 to K6 and K4r+3 | |
| 16:10 - 16:40 | Saori Matsuoka (Tokyo Woman's Christian University) |
| Achirality and linking numbers of links | |
| 16:50 - 17:20 | Akira Yasuhara (Tokyo Gakugei University) |
| Ck-classifications on string links and spatial graphs with canonical disk/band surfaces | |
| August 19 | |
| 09:40 - 10:10 | Ryan Ottman (University of California, Santa Barbara) |
| A sufficient condition for intrinsic linking | |
| 10:20 - 10:50 | Joel Foisy (State University of New York at Potsdam) |
| Similarities between flat and planar graphs | |
| 11:10 - 11:40 | Atsushi Ishii (University of Tsukuba) |
| A knotted handlebody and a spatial graph | |
| 11:50 - 12:20 | Makoto Ozawa (Komazawa University) |
| Bridge position and the representativity of spatial graphs | |
| 14:00 - 14:30 | Jorge Ramirez Alfonsin (Universite Montpellier 2) |
| Knots and the cyclic polytope | |
| 14:40 - 15:10 | Lew Ludwig (Denison University) |
| Intrinsic linking and knotting in straight-edge embeddings of complete graphs | |
| 15:20 - 15:50 | Choonbae Jeon (Daeduk University) |
| Number of knots and links in linear K7 | |
| 16:10 - 16:40 | Thomas Fleming (University of California, San Diego) |
| Counting links in complete graphs | |
| 16:50 - 17:20 | Youngsik Huh (Hanyang University) |
| Planar graphs producing knotted projections with three double points | |
| August 20 | |
| 09:40 - 10:10 | Kouki Taniyama (Waseda University) |
| Multiplicity distance of spatial graphs | |
| 10:20 - 10:50 | Gyo Taek Jin (Korea Advanced Institute of Science and Technology) |
| Prime knots whose arc index is smaller than the crossing number | |
| 11:10 - 11:40 | Danielle O'Donnol (Rice University) |
| Knotting and linking in the Petersen family | |
| 11:50 - 12:20 | Ryo Nikkuni (Tokyo Woman's Christian University) |
| On the Conway-Gordon theorems |