On the Collineation Groups of Derived Semifield Planes.
We give some examples of André-structures admitting translation groups which are transitive on the set of points but which are not normal in the dilatation group. André structures with this property seem to be new in the literature.
We give some examples of André-structures admitting translation groups which are transitive on the set of points but which are not normal in the dilatation group. André structures with this property seem to be new in the literature.
We study a finite translation structure with nontrivial dilatations and give a characterization of its translation group.
We give a classification of the derivation sets of translation planes.
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