Minimally immersed Legendrian surfaces in Sasakian 5-manifolds
2000 年 23 巻 3 号 p. 358-375
詳細
2000 年 23 巻 3 号 p. 358-375
Minimal, Legendrian surfaces in a Sasakian 5-manifold are considered in terms of the cubic differential form and a generalization of the theorem given by S. Yamaguchi et al is obtained. A lower bound for the index of second variation for those surfaces is also derived.
この記事は最新の被引用情報を取得できません。
