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# ON A CLASS OF FIXED-POINT-FREE GRAPHS1

@inproceedings{Sabidussi2010ONAC, title={ON A CLASS OF FIXED-POINT-FREE GRAPHS1}, author={Gert Sabidussi}, year={2010} }

- Published 2010

A number of papers [l; 2; 3; 4] have dealt with the construction of finite graphs X whose automorphism group G(X) is isomorphic to a given finite group G. Examination of the graphs constructed in these papers shows the following two facts. (1) The graphs X have the property that for any two vertices x and y of X there is at most one 4>EG(X) which sends x into y ((1) is precisely the fact which is used in [l] and [2] to prove that G(X) actually is isomorphic to G). (2) The graphs X are… CONTINUE READING

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