Embedding and hyperplane of point-line geometry of type Dn,k (F)‎

الملخص EN

Shult [7] proved that every hyperplane of embeddable Grassmann ipace of finite rank, arises from an embedding.

In this paper it is jroved that the point-line geometry of type Dn,k (k ≥ 2, n ≥ k + 3) can be embedded in projective space and every regular hyperplane arises rom an embedding using the result in [7].