%0 Journal Article %1 baumann:1997-2 %A Baumann, Ulrike %D 1997 %J Math. Nachr. %K 1997 baumann publication %P 17-22 %T Representing groups by colourings of graphs. %V 188 %X The following result is established: Given a group $H$, there exists an $r$-regular graph $G$ such that every subgroup of $H$ (including $H$ itself) is isomorphic to the group $\Aut(G,\varphi)$ of all automorphisms preserving a certain proper $r$-edge-colouring $\varphi$ of $G$. If the group is finite, so is the graph.

@article{baumann:1997-2, abstract = {{The following result is established: Given a group $H$, there exists an $r$-regular graph $G$ such that every subgroup of $H$ (including $H$ itself) is isomorphic to the group $\Aut(G,\varphi)$ of all automorphisms preserving a certain proper $r$-edge-colouring $\varphi$ of $G$. If the group is finite, so is the graph.}}, added-at = {2010-02-26T12:42:22.000+0100}, author = {Baumann, Ulrike}, biburl = {https://www.bibsonomy.org/bibtex/294cf43a0dfc9baed13a5d96503d197f9/algebradresden}, interhash = {f643ca0664f180adf4e02264e0f0638e}, intrahash = {94cf43a0dfc9baed13a5d96503d197f9}, journal = {Math. Nachr. }, keywords = {1997 baumann publication}, pages = {17-22}, timestamp = {2010-02-26T12:42:22.000+0100}, title = {{Representing groups by colourings of graphs.}}, volume = 188, year = 1997 }