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Topological Graph Theory

Talks concerning the study of embeddings of graphs in the 3-dimensional space or surfaces and graphs as topological spaces. Organizers: Thomas Mattman and Andrei Pavelescu.

Schedule

All times Central Time (US & Canada).

August 11

10:00 AM

Properties of the Penrose Polynomial — Dan Silver

10:30 AM

Unavoidable Induced Subgraphs of Large Graphs — Sarah Allred

11:00 AM

On Distance-Scaling Transformations and Isomorphisms of Euclidean Distance Graphs on the Rational Points — Matt Noble

11:30 AM

A Transversal of Planar Graph Faces — Joseph Briggs

August 12

08:30 AM

08:30 AM

Optimization of the lattice stick number in handcuff graphs — Sungjong No

09:00 AM

Problem Session — Elena Pavelescu

02:30 PM

02:30 PM

An intrinsically linked simplicial $n$-complex — Ryo Nikkuni

03:00 PM

Graph Linkage on Surfaces — Dong Ye

03:30 PM

Decomposing $2$-cycles of graphs — Hein Van der Holst

04:00 PM

Embedding Cartesian Products of Graphs on Surfaces — Christian Millichap

August 13

08:30 AM

Flowers of knots — Kouki Taniyama

09:00 AM

Forbidden complexes for the 3-sphere — Makoto Ozawa

August 14

08:30 AM

Ribbonlength along three-page presentation of links — Hyungkee Yoo

09:00 AM

Obstructions to knotless embedding — Hyoungjun Kim

09:30 AM

Decomposition of Complete Graphs into Arbitrary Trees and Hamiltonian Cycles — Murugan Varadhan

10:00 AM

Topological Characterization of Carbon Allotrope Graphs Using Multifractal Analysis — D. Easwaramoorthy