Combinatorics and Graph Theory


Sequences on Graphs with Symmetries

Authors: Linfan Mao

An interesting symmetry on multiplication of numbers found by Prof.Smarandache recently. By considering integers or elements in groups on graphs, we extend this symmetry on graphs and find geometrical symmetries. For extending further, Smarandache's or combinatorial systems are also discussed on general mathematical systems in this paper, particularly, the CC conjecture presented by myself six years ago, which enables one to construct symmetrical systems in mathematical sciences.

Comments: 16 pages

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Submission history

[v1] 11 Mar 2011

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