Projective 7-folds with Positive Defect
Document Type
Article
Publication Date
1987
Abstract
New simple proofs are given for the classification theorems of projective k-folds X (k\ leq 6) with defect\ delta> 0 and those whith\ delta= 1 and K_X\ otimes O_X (5) spanned are classified. The section of the 10-dimensional spinor variety of P^{15} by three general hyperplanes and Grassmann fibrations over a smooth curve belong to this last class.
Recommended Citation
Lanteri, A., & Struppa, D. (1987). Projective 7-folds with positive defect. Compositio mathematica, 61, 329-337. Retrieved from http://eudml.org/doc/89827
Peer Reviewed
1
Comments
This article was originally published in Compositio mathematica, volume 61, in year.