Polarized and homogeneous embeddings of dual polar spaces |
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| Authors: | R. J. Blok I. Cardinali B. De Bruyn A. Pasini |
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| Affiliation: | 1.Department of Mathematics and Statistics,Bowling Green State University,Bowling Green,USA;2.Information Engineering Department,University of Siena,Siena,Italy;3.Department of Pure Mathematics and Computer Algebra,Ghent University,Gent,Belgium;4.Department of Mathematics,University of Siena,Siena,Italy |
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| Abstract: | Let Γ be the dual of a classical polar space and let e be a projective embedding of Γ, defined over a commutative division ring. We shall prove that, if e is homogeneous, then it is polarized. |
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