Geometric Topology · Mathematics
Many, many more intrinsically knotted graphs
Noam Goldberg, Thomas W. Mattman, Ramin Naimi
2015-03-13
Geometric Topology · Mathematics
Intrinsically knotted graphs with linklessly embeddable simple minors
Thomas W. Mattman, Ramin Naimi, Andrei Pavelescu, Elena Pavelescu
2024-04-24
Geometric Topology · Mathematics
Intrinsic knotting and linking of almost complete graphs
J. Campbell, T. W. Mattman, R. Ottman, J. Pyzer +2
2007-05-23
Geometric Topology · Mathematics
On intrinsically knotted or completely 3-linked graphs
Ryo Hanaki, Ryo Nikkuni, Kouki Taniyama, Akiko Yamazaki
2020-05-19
Geometric Topology · Mathematics
Recent Developments in Spatial Graph Theory
Erica Flapan, Thomas Mattman, Blake Mellor, Ramin Naimi +1
2018-08-14
Geometric Topology · Mathematics
Intrinsic linking and knotting of graphs in arbitrary 3-manifolds
Erica Flapan, Hugh Howards, Don Lawrence, Blake Mellor
2009-04-17
Geometric Topology · Mathematics
A new intrinsically knotted graph with 22 edges
Hyoungjun Kim, Hwa Jeong Lee, Minjung Lee, Thomas Mattman +1
2017-08-14
Geometric Topology · Mathematics
Exactly fourteen intrinsically knotted graphs have 21 edges
Min Jung Lee, Hyoung Jun Kim, Hwa Jeong Lee, Seungsang Oh
2015-12-02