Intrinsic Properties of Spatial Graphs - Denison University

More documents

Recommendations

Info

$Math 232 syllabus - Denison University$

$Math 102 syllabus - Personal Pages - Denison University$

Introduction Linking and Knotting Other Intrinsic Properties ConclusionTopological Symmetry GroupsThe topological symmetry groups of complete graphs havebeen completely classified (Flapan, M, Naimi, 2012). Forexample:Theorem (Flapan, M, Naimi, 2012)A complete graph K m with m ≥ 4 has an embedding Γ in S 3such that TSG + (Γ) = S 4 if and only if m ≡ 0, 4, 8, 12, 20(mod 24).Some work has been done on topological symmetry groups ofbipartite complete graphs (M, 2010; Hake*, M, Pittluck*, 2012);but many more groups are possible than with complete graphs,and there is much still to be done. Very little is known aboutother families of graphs.Blake MellorIntrinsic Properties of Spatial Graphs
Introduction Linking and Knotting Other Intrinsic Properties ConclusionAn embedding of K 20 with TSG + = S 4Blake MellorIntrinsic Properties of Spatial Graphs
Page 1 and 2: Introduction Linking and Knotting O
Page 29: Introduction Linking and Knotting O

Intrinsic Properties of Spatial Graphs - Denison University

Create successful ePaper yourself

Delete template?

Save as template?