图书简介

Homogeneous Submanifolds and Homogeneous Curves in Space Forms (S Maeda); Injectivity Property of Regular Curves and a Sphere Theorem (O Kobayashi); A Family of Complete Minimal Surfaces of Finite Total Curvature with Two Ends (S Fujimori and T Shoda); Minimal Surfaces in the Anti-De Sitter Spacetime (T Ichiyama and S Udagawa); Extrinsic Circular Trajectories on Geodesic Spheres in a Complex Projective Space (T Adachi); Geometry of Certain Lagrangian Submanifolds in Hermitian Symmetric Spaces (Y Ohnita); Some Real Hypersurfaces of Complex Projective Space (T Hamada); Contact Metric Hypersurfaces in Complex Space Forms (J T Cho and J Inoguchi); Non-Homogeneous η-Einstein Real Hypersurfaces in a 2-Dimensional Nonflat Complex Space Form (K Okumura); Sectional Curvatures of Ruled Real Hypersurfaces in a Nonflat Complex Space Form (H Tanabe and S Maeda); Totally Geodesic Köhler Immersions into a Complex Space Form, and a Non-Existence Theorem for Hessian Metrics of Positive Constant Hessian Sectional Curvature (T Noda and N Boumuki); Archimedean Theorems and W-Curves (D-S Kim and Y H Kim); On the Construction of Cohomogeneity One Special Lagrangian Submanifolds in the Cotangent Bundle of the Sphere (K Hashimoto); Self-Shrinkers of the Mean Curvature Flow (Q-M Cheng and Y Peng); Spectrum of Poly-Laplacian and Fractional Laplacian (L Zeng); Flat Centroaffine Surfaces with Non-Semisimple Tchebychev Operator (A Fujioka); The Total Absolute Curvature of Open Curves in EN (K Enomoto and J Itoh); Antipodal Sets of Compact Symmetric Spaces and the Intersection of Totally Geodesic Submanifolds (M S Tanaka); A Note on Symmetric Triad and Hermann Action (O Ikawa); Some Topics of Homogeneous Submanifolds in Complex Hyperbolic Spaces (T Hashinaga, A Kubo and H Tamaru); Austere Hypersurfaces in 5-Sphere and Real Hypersurfaces in Complex Projective Plane (J T Cho and M Kimura); On the Minimality of Normal Bundles in the Tangent Bundles Over the Complex Space Forms (T Kajigaya); Over-Determined Systems on Surfaces (N Ando).

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