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Tony Huynh
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According to the wikipedia page, every group is indeed the automorphism group of some graph. This was proven independently in

de Groot, J. (1959), Groups represented by homeomorphism groupsGroups represented by homeomorphism groups, Mathematische Annalen 138

and

Sabidussi, Gert (1960), Graphs with given infinite groupGraphs with given infinite group, Monatshefte für Mathematik 64: 64–67.

According to the wikipedia page, every group is indeed the automorphism group of some graph. This was proven independently in

de Groot, J. (1959), Groups represented by homeomorphism groups, Mathematische Annalen 138

and

Sabidussi, Gert (1960), Graphs with given infinite group, Monatshefte für Mathematik 64: 64–67.

According to the wikipedia page, every group is indeed the automorphism group of some graph. This was proven independently in

de Groot, J. (1959), Groups represented by homeomorphism groups, Mathematische Annalen 138

and

Sabidussi, Gert (1960), Graphs with given infinite group, Monatshefte für Mathematik 64: 64–67.

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Tony Huynh
  • 32.1k
  • 11
  • 112
  • 187

According to the wikipedia page, every group is indeed the automorphism group of some graph. This was proven independently byin

de Groot, J. (1959), Groups represented by homeomorphism groups, Mathematische Annalen 138

and 

Sabidussi, Gert (1960), Graphs with given infinite group, Monatshefte für Mathematik 64: 64–67.

According to the wikipedia page, every group is indeed the automorphism group of some graph. This was proven independently by de Groot (1959) and Sabidussi (1960).

According to the wikipedia page, every group is indeed the automorphism group of some graph. This was proven independently in

de Groot, J. (1959), Groups represented by homeomorphism groups, Mathematische Annalen 138

and 

Sabidussi, Gert (1960), Graphs with given infinite group, Monatshefte für Mathematik 64: 64–67.

Source Link
Tony Huynh
  • 32.1k
  • 11
  • 112
  • 187

According to the wikipedia page, every group is indeed the automorphism group of some graph. This was proven independently by de Groot (1959) and Sabidussi (1960).