On June 20-21, there will be a Spatial Graphs School at Williams, including talks by five visiting mathematicians, and by SMALL participants. All talks will occur in 101 Stetson Court. Everyone is welcome. Schedule appears here:
Wed., June 20
9:00-9:30 “State matrix recursion method to enumerate various lattice models”, Seungsang Oh
9:40- 10:20 “Arc index and stick number of spatial graphs”, Sungjong No
10:30- 11:00 “Intrinsic properties of spatial graphs”, Hyoungjun Kim
11:10-11:40 “Effectivity of cut component decomposition for lattice stick number of spatial
graphs”, Hyungkee Yoo
Lunch break
1:00- 1:40 “Knots, Hyperbolic Knots, Virtual Knots, and Hyperbolic Virtual Knots”, Colin Adams
1:40-2:00 Tea
2:00- 2:30 “Hyperbolic virtual knots I”, Jonah Greenberg, Zhen Liang, Kate O’Conner
Thurs., June 21
9:00- 9:30 “Bijection between domino tilings and Delannoy paths on various Aztec diamonds”,
Seungsang Oh
9:40-10:20 “Bisected vertex leveling and its applications”, Sungjong No
10:30-11:00 “Superhelical structure for (n,2)-torus knots”, Hyoungjun Kim
11:10-11:40 “Growth rate of quantum knot mosaics”, Youngin Kim
Lunch break
1:00-1:30 “Hyperbolic virtual knots II”, Or Eisenberg, Kabir Kapoor, Natalia Pacheco-Tallaj,
Yi Wang
Megamenu Social