Spacelike Surfaces with Harmonic Inverse Mean Curvature

スポンサーリンク

概要

• 論文の詳細を見る

• We study fundamental properties of spacelike surfaces with harmonic inverse mean curvature in Lorentzian space forms. Further we classify spacelike Bonnet surfaces with constant curvature in Lorentzian space forms.

• 東京大学の論文

著者

• 藤岡 敦

  一橋大学大学院経済学研究科

• 藤岡 敦

  金沢大学自然科学研究科

• FUJIOKA Atsushi

  Department of Applied Chemistry, Graduate School of Engineering, Ehime University

• Inoguchi Jun-ichi

  Department of Applied Mathematics, Fukuoka University

• Fujioka Atsushi

  Department Of Applied Chemistry Graduate School Of Engineering Ehime University

• Inoguchi Jun-ichi

  Department Of Applied Mathematics Fukuoka University

関連論文

• Syntheses and Properties of Thiophene-inserted [3]Dendralenes with Redox-active 1,3-Dithiol-2-ylidene Units
• 随伴族をもつ曲面
• Spacelike Surfaces with Harmonic Inverse Mean Curvature
• Geometry of timelike surfaces (Minimal Surfaces and related topics)
• Bonnet Surfaces with Constant Curvature (Homogeneous Structures and Theory of Submanifolds)
• Harmonic maps and associated maps from simply connected Riemann surfaces into the 3-dimensional space forms
• A generalization of H-surfaces and a certain duality
• Minimizing Tangent maps from $3$-ball to complex projective spaces
• MOTION AND BÄCKLUND TRANSFORMATIONS OF DISCRETE PLANE CURVES

スポンサーリンク