Towards boundedness of minimal log discrepancies by the Riemann-Roch theorem

スポンサーリンク

概要

• 論文の詳細を見る

• We introduce an approach via the Riemann-Roch theorem to the boundedness problem of minimal log discrepancies in fixed dimension. After reducing it to the case of a Gorenstein terminal singularity, firstly we prove that the minimal log discrepancy is bounded if either multiplicity or embedding dimension is bounded. Secondly we recover the characterization of a Gorenstein terminal three-fold singularity by Reid, and the sharp bound for its minimal log discrepancy by Markushevich, without explicit classification. Finally we provide the sharp bound for a special four-fold singularity, whose general hyperplane section has a terminal piece.

論文 | ランダム

• Therapeutic drug monitoring of cyclosporine microemulsion in interstitial pneumonia with dermatomyositis
• ヤスパースの「交わり」と主観主義
• 日本人格権法の現状と課題
• 自己愛人格傾向の高い者の他者操作行動が友人からの評価に与える影響
• 消防庁における国民保護訓練の取り組み (特集 国民保護(2))

もっと見る

スポンサーリンク