Abstract
We observe Naruki's cross ratio variety from the viewpoint of the root system of type $3A_{2}$. We construct some kind of models as moduli space of marked cubic surfaces on which the action of a Weyl subgroup of type $3A_{2}$ and its normalizer can be easily observed. We describe the structure of our model and its relationship to the cross ratio variety.
Citation
Takashi Kitazawa. "On the cross ratio variety from the viewpoint of the root system of type $3A_{2}$." Osaka J. Math. 45 (1) 91 - 106, March 2008.
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