Geometry and Topology of Submanifolds, VI

The Table of Contents for the book is as follows:

• DIFFERENTIAL GEOMETRY
  • Surfaces in Lorentzian Space Forms Satisfying the Condition Δx = Ax + B
  • Non-Spherical Submanifolds with Pointwise 2-Planar Normal Sections
  • Isometric Immersions with Jacobi Mean Curvature Vector Field and Related Problems
  • On the Index of Parallel Immersions
  • The Pushout Space of a Submanifold
  • A Riemannian Invariant for Submanifolds in Space Forms and its Applications
  • Affine Differential Geometry for Surfaces in Codimension One, Two and Three
  • Einstein Manifolds as Critical Elements in Their Projective Class
  • Some Variational Problems in Submanifold Theory
  • Tensor Products of Spheres
  • Minimization of Geometrical Criteria Defined on a Surface
  • A Brief Introduction to Equiaffine Surface Theory in ℝ⁴
  • Introduction to Tensor Products of Submanifolds
  • Isoparametric Systems on Symmetric Spaces
  • Focal Sets in Affine Geometry
  • Buckling Eigenvalues and Variational Problems for Surfaces in the Three Sphere
  • On Completeness of Compact Lorentzian Manifolds
  • On Para Sasakian Manifolds
  • Chen Submanifolds
  • Comments on Pseudo-Symmetry in the Sense of Ryszard Deszcz
  • A Unified Equiaffine Theory for Surfaces in ℝ⁴, Part 1: The Definite Surfaces
  • Cartan’s Method of Moving Frames Applied to the Study of Surfaces in Affine 4-Space
  • A Survey on the Theory of Harmonic (Pseudo)-Riemannian Spaces
• APPLIED GEOMETRY
  • Application of Differential Geometry to Task Specification for Constrained Robotic Manipulation of Non-Polyhedral Objects
  • A Separation Model for Breath Test Analysis
  • Mathematical Aspects of Three-Dimensional Coordinate Measuring Machines: Self-Calibration Method and Software Error Correction
  • Mathematical Aspects of Three-Dimensional Coordinate Measuring Machines: Measuring and Modelling Free-Form Surfaces
  • Human Representation of Closed Contours
  • Affine Shape Equivalence