Abstract
We summarize the classification of all firm and residually connected geometries satisfying the conditions {\small $(IP)_2$} and {\small $(2T)_1$} and on which the Janko group {\small $J_3$} acts flag-transitively and residually weakly primitively. We state some facts regarding the results. The complete list of geometries is available as a supplement to this note [Leemans 03c].
Citation
Dimitri Leemans. "The Residually Weakly Primitive Geometries of $J_3$." Experiment. Math. 13 (4) 429 - 433, 2004.
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