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|Catalogues and tables of interesting combinatorial objects: small graphs, cubic graphs, symmetric cubic graphs, vertex-transitive graphs, Cayley graphs (by group), vertex-transitive cubic graphs, cubic cages and higher valency cages, planar graphs, cubic planar graphs (drawings), strongly regular graphs (parameters), projective planes of order 16, small designs, biplanes, and numbers of small groups. Open questions and some data in combinatorics about graph coloring (Hedetniemi's conjecture), as to whether every graph with minimum degree at least 3 contains some cycle with length a power of two (due to Erdos and Gyarfas), and about algebraic graph theory (the maximum spectral radius attained by a planar graph on n vertices).|
|Math Topics:||Discrete Math, Combinatorics, Graph Theory, Projective Geometry|
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