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A (c. L* )-Geometry for the Sporadic Group J2

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We prove the existence of a rank three geometry admitting the Hall-Janko group J2 as flag-transitive automorphism group and Aut(J2) as full automorphism group. This geometry belongs to the diagram (c·L*) and its nontrivial residues are complete graphs of size 10 and dual Hermitian unitals of order 3.

Author(s): Buekenhout F., Huybrechts C.
Year: 1998

Language: English
Commentary: 44673
Pages: 11