Volume 21 Issue 1, 1–137
Volume 20 Issue 2+3, 63–634 Issue 1, 1–61
Volume 19 Issue 4, 137–181 Issue 3, 95–135 Issue 2, 47–94 Issue 1, 1–46
Volume 17 Issue 3, 189–249 Issue 2, 77–188 Issue 1, 1-75
We prove that a pseudo-oval or pseudo-ovoid (that is not an oval or ovoid) admitting an insoluble transitive group of collineations is elementary and arises over an extension field from a conic, an elliptic quadric, or a Suzuki-Tits ovoid.
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