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Principal curvature

  • DISCRETE DIFFERENTIAL GEOMETRY: an APPLIED INTRODUCTION Keenan Crane • CMU 15-458/858 LECTURE 15: CURVATURE

    DISCRETE DIFFERENTIAL GEOMETRY: an APPLIED INTRODUCTION Keenan Crane • CMU 15-458/858 LECTURE 15: CURVATURE

  • Lines of Curvature on Surfaces, Historical Comments and Recent Developments

    Lines of Curvature on Surfaces, Historical Comments and Recent Developments

  • On the Patterns of Principal Curvature Lines Around a Curve of Umbilic Points

    On the Patterns of Principal Curvature Lines Around a Curve of Umbilic Points

  • Riemannian Submanifolds: a Survey

    Riemannian Submanifolds: a Survey

  • Basics of the Differential Geometry of Surfaces

    Basics of the Differential Geometry of Surfaces

  • Metrics of Positive Ricci Curvature on Connected Sums: Projective Spaces, Products, and Plumbings

    Metrics of Positive Ricci Curvature on Connected Sums: Projective Spaces, Products, and Plumbings

  • Differential Geometry

    Differential Geometry

  • Robust Principal Curvatures on Multiple Scales

    Robust Principal Curvatures on Multiple Scales

  • Connections and Curvature

    Connections and Curvature

  • Computational Assessment of Curvatures and Principal Directions

    Computational Assessment of Curvatures and Principal Directions

  • Principal Curvature Ridges and Geometrically Salient Regions of Parametric B-Spline Surfaces

    Principal Curvature Ridges and Geometrically Salient Regions of Parametric B-Spline Surfaces

  • Ricci Curvature and Minimal Submanifolds

    Ricci Curvature and Minimal Submanifolds

  • Lecture Notes on Minimal Surfaces

    Lecture Notes on Minimal Surfaces

  • Darboux Curves on Surfaces R Ronaldo Garcia, R´Emi Langevin and Pawel Walczak

    Darboux Curves on Surfaces R Ronaldo Garcia, R´Emi Langevin and Pawel Walczak

  • M435: Introduction to Differential Geometry

    M435: Introduction to Differential Geometry

  • DIFFERENTIAL GEOMETRY: a First Course in Curves and Surfaces

    DIFFERENTIAL GEOMETRY: a First Course in Curves and Surfaces

  • A Fast Method for Computing Principal Curvatures from Range Images

    A Fast Method for Computing Principal Curvatures from Range Images

  • Computing Curvature CS468 Lecture 8 Notes

    Computing Curvature CS468 Lecture 8 Notes

Top View
  • Gaussian and Mean Curvatures∗ (Com S 477/577 Notes)
  • Arxiv:Math/0403544V1 [Math.DG] 31 Mar 2004 E Eae Oeuto .Tetensor Equations the Euler 1
  • DIFFERENTIAL GEOMETRY: a First Course in Curves and Surfaces
  • Differential Geometry Part V: Shape Operators
  • Differential Geometry (And a Bit of Topology) Multi-Dimensional Derivatives Derivative of a Function
  • 3. the GEOMETRY of the GAUSS MAP Goal
  • Notes on Differential Geometry
  • On the Ricci and Weingarten Maps of a Hypersurface1
  • An Overview of Curvature
  • Principles of Differential Geometry Arxiv:1609.02868V1 [Math.HO]
  • Chapter 5. the Second Fundamental Form Directional Derivatives in IR3
  • Estimating the Principal Curvatures and the Darboux Frame from Real
  • Arxiv:1810.05531V2 [Math.DG] 11 Oct 2019 [5]
  • Curvature of Surfaces in 3-Space
  • Hypersurfaces with Harmonic Curvature
  • Second Fundamental Form
  • HOLONOMY and SUBMANIFOLD GEOMETRY 1. Introduction A
  • Surface Curvatures∗ (Com S 477/577 Notes)


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