Highly Influenced

@article{Thas2011GeneralizedVE, title={Generalized Veronesean embeddings of projective spaces}, author={Joseph A. Thas and Hendrik Van Maldeghem}, journal={Combinatorica}, year={2011}, volume={31}, pages={615-629} }

- Published 2011 in Combinatorica
DOI:10.1007/s00493-011-2651-2

We classify all embeddings θ : PG(n, q) −→ PG(d, q), with d ≥ n(n+3) 2 , such that θ maps the set of points of each line to a set of coplanar points and such that the image of θ generates PG(d, q). It turns out that d = 1 2n(n + 3) and all examples are related to the quadric Veronesean of PG(n, q) in PG(d, q) and its projections from subspaces of PG(d, q) generated by sub-Veroneseans (the point sets corresponding to subspaces of PG(n, q)). With an additional condition we generalize this result… CONTINUE READING

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