A rank 3 geometry for the sporadic simple group of Suzuki
I am actually studying coset geometries (in the sense of Tits and Buekenhout) for the sporadic simple group of Suzuki. I came aware that Buekenhout found in 1979 a geometry over the following diagram
However, I couldn't find any information about the maximal (or minimal) parabolic subgroups of this geometry.
Has anyone ever studied this geometry? Is there a paper where I could find the informations I am looking for?
As usual, thanks in advance!