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https://doi.org/10.1007/s00026-018-0383-3
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Cite Journal: Annals of Combinatorics |  Publication Date: Apr 23, 2018 |
 License type: other-oa |
Affiliation: Ghent University
We characterize the valuations of the near polygon $${\mathbb{H}_n}$$ that are induced by classical valuations of the dual polar space $${DW(2n-1, 2)}$$ into which it is isometrically embeddable. An application to near 2n-gons that contain $${\mathbb{H}_n}$$ as a full subgeometry is given.
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