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Linear spaces embedded into projective spaces via Baer sublines
Published Web Location
https://doi.org/10.5070/C62156876Abstract
Every nontrivial linear space embedded in a Pappian projective space such that the blocks of the linear space are projectively equivalent Baer sublines with respect to a separable quadratic field extension is either a Baer subspace, or a Hermitian unital.
Mathematics Subject Classifications: 51A45, 51E10