On Higher Order Embeddings of Fano Threefolds by the Anticanonical Linear System

スポンサーリンク

概要

• 論文の詳細を見る
• 東京大学の論文

著者

• BELTRAMETTI Mauro

  Dipartimento di Matematica Via Dodecaneso

• Sommese Andrew

  Department Of Mathematics

• Di Rocco

  Department Of Mathematics Kth Royal Institute Of Technology

• Beltrametti Mauro

  Dipartimento Di Matematica

• Di Rocco

  Department Of Cardiovascular Medicine Catholic University Of The Sacred Heart

• Di Rocco

  Department of Mathematics, KTH, Royal Institute of Technology

関連論文

• A NOTE ON $ \mathbb{P}^1 $-BUNDLES AS HYPERPLANE SECTIONS
• Del Pezzo surfaces as hyperplane sections
• Double covers of P^n as very ample divisors
• Projective surfaces with K-very ample line bundles of degree≦4K+4
• New properties of special varieties arising from adjunction theory
• A remark on the Kawamata rationality theorem
• On polarized surfaces of low degree whose adjoint bundles are not spanned
• On Higher Order Embeddings of Fano Threefolds by the Anticanonical Linear System
• Reducible hyperplane sections I Dedicated to the memory of our friend and colleague, Michael Schneider
• Differences in Microparticle Release in Patients With Acute Coronary Syndrome and Stable Angina
• A remark on the Kawamata rationality theorem

もっと見る 閉じる

スポンサーリンク